Author: janet

  • Helping You Prepare for ACT Math

    You now need to score at least a 22 on the math portion of the ACT to enroll in many college programs—including community colleges. You can do this with some basic math and algebra skills. In the 21st century, basic math and algebra skills are not just necessary for admission to college programs. Many careers require these basic skills, and they will undoubtedly make you more employable.

    What Do You Need to Know to Score a 22?

    You don’t need to know a lot of advanced math to score a 22 on the Math section of the ACT. The chart at this link
    https://www.act.org/content/dam/act/unsecured/documents/CCRS-MathCurriculumWorksheet.pdf shows what is on the ACT. Many of these concepts are covered in kindergarten through 8th grade and basic algebra. Make sure you have a good grasp of K – Algebra 1.

    You’ll need to review to help you remember, or maybe even to understand some things for the first time. We’ll help you review, and learn to avoid very common errors. The test-writers know about the common mistakes, and the wrong answers are there for those who make them.

    Avoiding the Pitfalls

    Tricks and Beliefs that Expired

    Often, mnemonics, or memory tricks, are taught in beginning math classes to help students get through memorized steps. Many of these tricks expire without warning. And, using some tricks keeps students from actually understanding the concepts. Here are some tricks and beliefs that expire. Poor math students are known to hold onto these tricks past their expiration dates. The test-writers know this, too, so they deliberately include problems to identify these students. Don’t be one of them.

    Please Excuse My Dear Aunt Sarah (PEMDAS)

    You may have seen posts on Facebook about how expressions like 8 – 8 ÷ 4 x 2 + 2 have many different answers. Well, they don’t. There is one answer, and you get it by following the order of operations. And PEMDAS will give you the wrong answer. PEMDAS is an expiring trick that never really worked in the first place. It might work if the teacher controlled the problems to use it on.

    Multiplication and Division are equal to each other. They have to be since one can be changed for the other (e.g., ÷ 2 is the same as x ½). You start left to right and take care of anything in parenthesis, then exponents, then do multiplication and division in the order they appear. Then do addition and subtraction in whatever order they appear.

    The expression 8 – 2 x 2 + 2 simplified is 8 – 4 + 2, which can then be simplified to 4 + 2, and finally arriving at the answer: 6.

    Curses, FOILED again

    FOIL is a trick for multiplying things like (x + 3)(2x – 5). FOIL stands for First Outer Inner Last. You then have no way to multiply when you see something with one more term: (x + 3)(2x2 – 5x + 1). FOIL doesn’t work, and you’re on your own.

    What always works is the Distributive Property. Think of the word distribute. If I ask you to distribute the cookies to the kids, I mean to give one to each kid. When we use the Distribute Property to solve this, we distribute each term in the (x+3) times the second parenthesis: x(2x2 – 5x + 1) + 3(2x2 – 5x + 1)

    This always works. Split up the first part and multiply each term times the second. You are distributing the times (2x2 – 5x + 1) to each of the first terms. This always works, no matter how many terms there are.

    Expired Beliefs

    Adding or Multiplying Results in Larger Numbers

    This is true with whole numbers. Once you start dealing with negative numbers, decimals, and fractions, it is no longer true. This tricks people in Word Problems. They might read a problem, and know that the answer will be larger than the numbers given, so they decide to add or multiply, and then it’s a mess.

    Getting the Right Answer to Arithmetic Problems

    Some students learned complicated ways to add integers. It can be very simple.Think like this:

    Addition and subtraction are opposites. Instead of subtracting, you can add the opposite (or opposite signed number).

    Multiplication and division are opposites. Instead of dividing, you can multiply the opposite (or flipped fraction).

    In both cases, don’t change the first number. Here are some examples:

    -3 – 7 = -3 + -7

    3 ÷ ½ = 3 x 2/1 = 3 x 2

    Once you have changed all the subtraction to plus opposite, you can think of negative numbers as money you owe, and positive as money you have. The addition problem is asking for the net worth:

    -3 + -2 You owe $3 and you owe $2. So, you owe $5. That is -5

    4 + -7 You have $4 and you owe $7. So, your net worth is $3 owed. That is -3.

    (It is easier to understand that “If the absolute value of the number is larger, subtract… etc.)

    Try Our School Counselor Apps

    Using Algebraic Properties

    Why would you want to change subtraction to addition and division to multiplication? What difference does it make? You want to do it because addition and multiplication are commutative, and subtraction and division are not. The commutative property of addition or multiplication allows you to move things around in the equation, and still get the right answer. To remember, you commute to school or work, and you’re moving. Here’s an example of the commutative property in addition and multiplication:

    4 + 2 = 6 and 2 + 4 = 6

    3 x 2 = 6 and 2 x 3 = 6

    You can’t do this with division and subtraction:

    8 ÷ 4 = 2, but 4 ÷ 8 ≠ 2

    6 – 4 = 2, but 4 – 6 ≠ 2

    You probably remember learning the properties. Many students learn them for the test, then do a brain dump afterward. But properties can make algebra easy if you understand them.

    You may be saying to yourself, “But the problems are given to me. I have to answer the questions on the ACT as they’re given to me. I can’t change them.” Actually, yes, you can.

    For example, in the previous subtraction problem, we simply change the minus 4 to a plus negative 4:

    6 – 4 = 2 becomes:

    6 + -4 = 2

    To change division to multiplication, simply invert whatever you were dividing by, that is, flip the fraction. If it’s a whole number, you can make it a fraction simply by using 1 as the denominator, because 4 is the same as 4/1. Then, you invert the numerator and denominator to 1/4. For example, you can change our previous problem:

    8 ÷ 4 = 2 to

    8 x ¼ = 2

    Notice, now it is commutative: 8 x ¼ = 2

    Distributive Property of Multiplication (If you distribute cookies to the kids, you give one to each kid.)

    Distribute the parenthesis to each term to be multiplied:

    (x + 3)(2x + 7) = x(2x + 7) + 3(2x + 7) Everybody in the first parenthesis gets a times (2x + 7).

    There are more properties, but these two will get you through the ACT.

    super-common-act-math-exam-mistakes

    Invisible 1s

    Invisible 1s are all over math and are a common source of errors. Write them in, so they don’t get you! Here are examples:

    x + 5x is the same as 1x + 5x

     x + 3y + 2x = 1x + 3y + 2x

    y = 3x + 2 is the same as y = 3/1x + 2, and you need to graph this with using rise over run

    7/3 ÷ 4 is the same as 7/3 ÷ 4/1, which we now know is the same as 7/3 x 1/4

    Change minus to plus opposite before distributing

    (x – 3)(2x + 5)

    Change this to (x + -3)(2x + 5) before you distribute. Believe me. I have graded tens of thousands of algebra tests. Dropping negative signs is a common mistake. Make everything addition, and the negative signs will stick with the numbers.

    Distributing to everything but the last term

    For some reason, many people stop distributing when they get to the last term. (You don’t want to leave one kid without a cookie, now do you?) All you can do is check for this. Here’s a problem to show you what I mean:

    3(5x + 6y + 3z + 1)

    Some people will mistakenly simplify this as:

    15x + 18y + 9z + 1

    . . . when it should be this:

    15x + 18y + 9z + 3

    This is what I am talking about. The 1 did not get multiplied by 3 as it should have. I don’t know why this is so common, but it is. Test-writers know it, too. And remember, they are always looking for ways to trip you up. This wrong answer will be there. Don’t fall for it. Check your work.

    Prepare

    If you are a student, keep track of which kind of mistakes you are making on tests. Get to know yourself. Start checking your work for these mistakes. Checking your work means look for these mistakes, not do the problems over.

    If you are the teacher or a coach, make up some problems with these mistakes in them and have the students find them. Become aware of these common mistakes.

    The Real Tricks

    Some tricks really will help you know how to identify answers. They are based on understanding the underlying concepts. Even if you know how to do all the problems, you don’t have time. They are trying to find the students who understand the underlying concepts.

    Here are some real tricks:

    The graph of y = 3x + 2 will be a line.

    • If the number on x is positive, the graph is a forward slash. If negative, it’s a backslash.
    • The y-axis is the up-and-down axis. When x is 0, the line is on the y-axis, so it goes through at 2 when:
      y = 0x + 2
      y = 2
      This will be a horizontal line intercepting the y-axis (the up and down one) through the number 2. A line has slope if you could ski on it. Remember, 0 is a number. This line has 0 slope. You could cross-country ski on that, but it wouldn’t be much fun.
    • If x = 3, this is a vertical line. This line has NO slope. You couldn’t ski on a vertical cliff. Remember folks, 0 is a number.

    Play around with this free resource that lets you see how the numbers in an equation affect the graph of a line. Notice what is controlled by each number. Spend some time playing with these.

    https://www.desmos.com/calculator/p5tqihi9fq
    https://www.desmos.com/calculator/z3wu4xa6aj

    The graph of y = 3×2 + 4x + 7 will be a parabola.

    • If the number on the x2 is positive, it opens up. If it is negative, it opens down.
    • When x is 0, y is 7. That means it crosses the y-axis at 7.

    Play around with this free resource to see what the numbers tell you about the graph of a parabola.

    https://www.desmos.com/calculator/zukjgk9iry

    Practice

    Use what is discussed above to sharpen your math skills. Practice. Look for these super common mistakes. Write in the invisible ones. Change subtraction to plus opposite. Change division to multiply the inverse. Explore the concepts of graphing. Memorize Pythagorean Triples. And do practice tests. Stay calm. You only need to get slightly more than half of the problems correct.

    Free practice tests are all over the web. https://www.test-guide.com/free-act-practice-tests.html

    Be sure to know the basic area formulas in geometry and the basic geometry vocabulary!

    Try Our School Counselor Apps

  • Not Your Grandmother’s Community College Anymore

    In your grandmother’s day, or possibly even in your parent’s day, manufacturing jobs were abundant and paid a good living with benefits. Community Colleges offered a way to earn credits that could transfer to four-year colleges or programs to train for a few professions that required specific skills, such as auto-mechanic or plumber.

    How Things Have Changed

    Your grandparents remember vocational education offered in high school. Most boys took some vocational education classes, and built birdhouses or bookends, while girls took home economics and made aprons and apple pandowdy. But, they probably remember the training program as being for students who were academically challenged.

    Times have changed. High schools no longer have vocational education programs. These have been replaced with Career Technical Education (CTE). The change has been gradual, and we may have been slow to realize the difference.

    As with any significant change, nothing happens all at once in a clear shift. Change is gradual, and people are informed at different levels.

    A federal study on Career Technical Education found that although these types of classes used to be for students “without a strong academic orientation,” now students of all kinds take these classes. CTE is no longer a track for low-achievers; it becomes a valid pathway to many lucrative careers. And although the array of students taking these courses has grown, numbers of students concentrating on CTE (taking three or more CTE courses) has been declining since the 1980s (U.S. Department of Education, Office of Planning, Evaluation and Policy Development, 2013, p. vii).

    Guided Pathways

    Guided pathways are academic plans that lead to being prepared for careers. These channels can begin in high school in the CTE programs, then continue in the community colleges.

    Career Pathways

    Today, many professional careers do not require four-year degrees. Students can prepare for these beginning in their high schools and continue on a guided pathway through their community colleges. Many students don’t know about these career paths. North Carolina developed a website that provides information about the career paths available.
    http://nctower.com/

    Some of the more lucrative careers that can be obtained through community colleges include cardiovascular technology, radiation therapy technology, nursing, dental hygiene, medical sonography, and cardiovascular sonography.

    community-college-admission-requirements-for-career-paths

    Today’s career paths in Community Colleges are not for low-achieving non-academic students. To enroll in credit-bearing courses for many of the career pathways offered at North Carolina’s community colleges, students must either meet the ACT Benchmark scores of 22 on the math subscale and 18 on the English or take developmental courses, not for credit.

    Students need to have a good foundation in math and English to meet these benchmarks. CTE students should enroll in rigorous high school courses to prepare for these career opportunities.

    On the Horizon

    Beginning in 2018-2019, (Section 10.13 of S.L. 2015-241: Career and College Ready Graduates) high schools in North Carolina will provide opportunities for college remediation for students before high school graduation through cooperation with community college partners. This program will be mandatory for high school students in their senior year who have not met benchmarks established by the SBCC in their junior year.

    Guided Pathways to Careers are Available

    Students and school counselors need to know about the career paths from CTE programs in high school to Community Colleges, and on to careers. There are much higher academic expectations for today’s CTE programs than in your grandmothers’ day. People who don’t understand that may discourage students from this path.

    Explore the career information on nctower.com.

    Try Our School Counselor Apps

    References

    U.S. Department of Education, Office of Planning, Evaluation and Policy Development, Policy and Program Studies Service (2013). National Assessment of Career and Technical Education: interim report. Washington D.C. Retrieved from https://www2.ed.gov/rschstat/eval/sectech/nacte/career-technical-education/interim-report.pdf

  • School Counselors Help Families and Students Prepare for College with FASFA!

    It’s Time to Get Ready for FASFA Student Aide

    Who Needs to Complete FASFA?

    Families need to complete the Free Application for Federal Student Aid (https://fafsa.gov/), known as FASFA, to apply for state or federal financial aid for college in the fall.  Many colleges also use the information from the FASFA form to calculate how much institutional aid they will grant to a student. Therefore, all families should fill out the form, even if they don’t expect to get state or federal aid.

    Get Started with an ID

    Parents and students should get a FASFA ID as soon as possible. Each of them needs a separate ID. They will keep the same ID but will need to change the passwords periodically.  They set that up here: https://fsaid.ed.gov/npas/index.htm

    To avoid problems with setting up the ID, make sure each ID is associated with a different email address, and check the birthdays and social security numbers. Those are common errors that keep setting up the ID from working.

    The government provides a youtube tutorial on setting up the ID: https://www.youtube.com/watch?v=K7ihhGk8mCY&feature=youtu.be.  The number to call if having problems is: 1-800-433-3243.

    Help With Information From Tax Documents

    The FASFA form uses tax information from two previous years. Once FASFA opens on October 1, families can use the use the IRS Data Retrieval Tool to transfer income and tax information. https://fafsa.gov/fotw1718/help/irshlp8.htm.

    State Deadlines

    State deadlines for submitting FASFA might be different than federal. Check your state deadlines here: https://fafsa.gov/deadlines.htm

    Help Families With FASFA Information

    Helping low-income and first-generation college families with information about FASFA is critical. Simply providing them with information can be very helpful.

    Be Pro-Active

    Use the information in this blog to create a newsletter and information handout to provide to parents of your seniors.

    Try Our School Counselor Apps

  • Getting the Most Out of College

    It starts with focus on life after college.

    When you get to college, it will be tempting to sign up for the classes taught by professors with reputations for being easy and letting students slide. Remember that getting that sheepskin is no longer a guarantee for a good job upon graduation. You want to leave college with skills that will make someone hire you. Have a plan.

    It may change sometime during your freshmen or sophomore year. That’s okay, but by the time you’re a junior, you should have a good idea of the type of work you’ll want upon graduation, and you should establish a plan. Even if you get an easy prof, do the job. Read the assignments and make sure you understand. Just because many sheepskins are meaningless doesn’t mean yours has to be. It’s up to you to make sure you graduate with skills needed for the job you’re looking.

    What could improve your chances of being hired upon graduation? The Social Science Research Council (SSRC), with the authors of Academically Adrift: Limited Learning on College Campuses, set out to discover what could improve learning among college students. They found the following to improve performance on the Collegiate Learning Assessment (CLA):

    • Studying alone (rather than in groups)
    • Taking courses that require reading more than 40 pages per week
    • Taking courses that require writing more than 20 pages over the semester.

    The researchers also found that students perform better when they have instructors who have high expectations. They also found that studying in groups and spending greater hours in a sorority and fraternity activities actually diminished learning, while working and doing community services did not (Arum et al., 2011).

    Not all industries are looking for four-year, bachelor degrees. In 2012, about half the college degrees awarded throughout the U.S. were short-term degrees (termed “subbaccalaureate” degrees, these include certificates and associate degrees). Employment with these degrees can be lucrative, and many employees who have earned them make more money after graduating than their peers with four-year degrees. Subbaccalaureate degrees that take more than a year to earn have more value than those that take less than a year (M. Schneider, 2015).

    What does industry want?

    Research tells us some of the things most industries desire in their workers. First and foremost, they want employees who can write. According to a 2006 Conference Board survey of 431 human resource professionals, writing skills are one of the biggest gaps in workplace readiness (Spiegel & Nolop, 2013). Basic math and computer skills are necessary for many jobs. Because our economy is so technically oriented, applicants with computer skills are usually hired before those who lack them (Doyle, 2016). “Soft skills,” are important in any job. Common soft skills employers look for

    Basic math and computer skills are necessary for many jobs. Because our economy is so technically oriented, applicants with computer skills are usually hired before those who lack them (Doyle, 2016). “Soft skills,” are important in any job. Common soft skills employers look for are communication, decision-making, commitment, flexibility, time management, leadership, creativity and problem-solving, being a team player, accepting responsibility, and working well under pressure.

    Although many of these skills can’t be taught, their importance could be stressed in college. Certainly, passing students who mismanage their time or refuse to accept responsibility only discourages these soft skills, and makes job applicants believe the world outside of academia will continue to cut them slack. Employers want people who will show up on time and work hard (National Careers Service, n.d.).

  • From Technophobic to Technophilic: How Our Education System is Trying to Change

    Remember that cell phone you used to carry around in the mid-90s? You know, that waffle iron with the three-foot, extending antenna that did one thing—make phone calls?   

    Now, your cell phone is as thin as your credit card, and it has replaced your need for your camera, your calendar, and—oh, yes—your credit card! With these fast advances in technology, we need a workforce that is technologically literate. We’ve been using a sledge hammer where we can now use a scalpel. For example, even before we had cell phones, we had a sense in education that poor kids needed more help.

    Federal agencies gave funds to provide extra services to poor kids. Now, our data systems can tell us which individual kids need more help. Although a larger proportion of the poor kids need more help, many of them don’t. And some of the rich kids need more help. Because we now can hone in on precisely which students need more help in reading, or who are ready for advanced math, federal agencies have changed the way they offer grant funds.

    Where We Came From

    When President Johnson started the War of Poverty in the 60s, Title 1 was born. Title 1 gave schools with a lot of poor kids extra money. The kids who paid any less than the standard fee for lunch were identified as low income, and the money was divvied up accordingly. The money could be spent on services for poor kids. Accountability for the money was to show that, yes, indeed, poor kids were served. Impacting academics was assumed but not measured.

    Title 1’s method of serving students would be seen as fuzzy from today’s scalpel-precision perspective. During this sledge-hammer era in education, many products were marketed as “great for poor kids,” so schools could spend Title 1 money on them. Looking back, some people have called this “profiting from the poor.”  

    Gradual Changes Began

    Schools with poor kids continued to receive extra money and—which is understandable—they purchased products and provided extra services to them. We’d beaten the Russians to the moon. That was the final battle in the space war that began when the Russians launched Sputnik. Nothing motivates like competition, and competition during the cold war was strong. We the people began developing things—and not just Tang. This development was slow at first, but began to move exponentially fast.

    After the cold war, schools became complacent again, and a handful of nerds was making it happen for everybody else. Everybody wanted the latest thing, and they wanted it smaller, cheaper, faster, and capable of doing so many more things. Getting a cell phone became the rite of passage for tweens and teens. Neat, hand-written ledgers were replaced by spreadsheets and databases.

    You no longer had to sign the guest book at the hotel. The hotel had a record of every time you’d stayed with them, which movies you watched, what you ordered for room service, and every Orangina you drank from fridge-stocked bar. By the 1980s, when “nerd” was still an insult and Pluto was still a planet, the supply side of the workforce needed for this rapid technological movement could not keep up with the demand side.

    That—coupled with embarrassingly low scores on international, standardized math and science tests—revitalized the quest for the schools to churn out technophiles. No Child Left Behind (NCLB) was the bipartisan brainchild of this bind. NCLB promoted cleaning up the data so we could interpret it in ways that helped us promote success.

    NCLB required that any state taking federal funds had to:

    1. Say what they hoped kids would learn in each core subject in each grade.
    2. Test the degree to which kids learned those things.
    3. Report the test results by subgroup.

    For number 1, the states were allowed to decide what it was they wanted their kids to learn. They could set the bar as high or as low as they wanted to, they just had to say where it was.

    Try Our School Counselor Apps

    Confusion Reigned During Transitional Years

    By the time NCLB rolled out, schools could keep track of what the kids were learning, and the Department of Education wanted to know. The data showed that in general, poor kids were not learning much. This caused much scratching of heads. After all, Title 1 poured extra money into schools with lots of poor kids. Yet, the data showed large percentages of poor kids were academically behind.

    Surely giving the poor kids remedial work, keeping them on the lowest math track, and protecting them from the stresses of advanced courses should have made them all geniuses by now, right? If you think I am making this up, the NCLB itself can disabuse you of that notion. According to NCLB, any poor student from a Title 1 school that hadn’t met certain standards was eligible for free tutoring from an approved tutoring service of the parents’ choice. Some districts provided their own tutoring, and served poor students who were behind. But most schools hired local, commercial tutoring services to come in after school and tutor.

    We evaluated many of these programs, and read the evaluation reports of others. One after-school tutoring program in a large urban district was using four commercial tutoring services. The poor kids’ parents were told their children were eligible for after-school tutoring from [very expensive commercial tutoring services].  All the poor kids were eligible. We were called in near the end of the services to evaluate the program.

    Did the kids get to the point where they were reading at grade level? At least the DoE was asking the right question. The problem was that most of the kids were doing fine before the program. We got their pre-program reading and math scores, and found that most were already at or above grade level. No one had looked at the pre-test scores, though, and all students received remediation. In fact, they were only allowed to use state-approved curriculum, and all the state approved curriculum was remedial.

    Teachers reported to us that these students were all reading below grade level. Title 1 funds were paying for these services. Poor students were receiving the services, just like everyone was used to. The difference was that now there was an objective for the services, and that objective was to be measured with reading scores.

    Many schools saw this new requirement of measuring the outcomes with pre- and post-reading scores as something they could just hire Edstar to do. They continued to operate in the traditional paradigm. 

    Here’s a quote from the school’s own Evaluation and Research team’s report:

    “Only students receiving free or reduced-price lunch (FRL) were eligible. More than half of those served scored at or above grade level before service, while some students who scored below grade level were not eligible. The curricular materials used were remedial and not designed to extend the learning of students scoring at grade level” (Paeplow & Baenen, 2006).

    What happens when you treat capable people as if they’re not? They are measurably damaged, at least the subjects in our evaluation were. Among the group in this example, 11% of 3rd– through 5th-grade students who were at or above grade level before these services were below grade level after their remediation. We compared that to a control group of 3rd– through 5th-grade students who were at or above and didn’t receive any services. Only 2% of those dropped below grade level. It was worse for k-2 kids; 23% of them went from at-or-above to below grade level after they received the tutoring (compared to 8% in the control group).

    poor-students-at-risk-education

    Poor students are often considered “at-risk” kids. So are Black and Hispanic students—and this is often because these kids are assumed to be poor. They are at risk being victims of the soft prejudice of low expectations. In other words, they are at risk of being labeled “at risk.” This misnomer was sanctioned by NCLB. The term “at-risk” was used interchangeably to describe both low-income and low-achieving students. NCLB said that Title 1 schools that missed certain benchmarks had to serve all kids who were at-risk of failing academically and had to serve only poor kids, and serve all poor kids. “Say what?” you ask. So did we.

    We have a long string of emails from the Department of Education that basically says being poor and academically failing are the same thing. It is easy to see where this confusion came from.  When knowing specifically which students were below grade level was difficult due to lack of good data and no easy-to-use technology, generalizations were used.

    It must have been implicitly assumed that poor kids are behind at school, and Title 1 services will help them catch up. Now, someone who is good with data is to come in at the end and help report how many of the poor kids could now read at grade level. A lot more then comparing data at the end of the program was needed.

    As a result, many very smart poor kids got remedial work and were put on remedial tracks. Not that this wasn’t already happening, but it got worse.  The confusion was bi-partisan. There were some school districts that quit using data. They did not want to know or use the data to better align services. As we moved into the 21st century, all government departments started moving toward better record keeping and better accountability. This was not due to some president’s opinion. It was due to moving forward in time.

    The Office of Budget Management called for a review of all federal grants. They created a reviewing tool called Program Assessment Rating Tool (PART). This system assigned scores to programs based on services being related to goals, showing that the goals were appropriate for the individuals served, and student success measured against quality standards and assessments.

    PART rated programs that could not demonstrate whether they had been effective or not because of lack of data or clear performance goals with the rating “Results Not Demonstrated.”  After years of chances to improve, nearly half (47%) of U.S. Department of Education grant programs rated by the government were still given this rating of “Results Not Demonstrated”, thus illustrating the difficulties of making this transition to outcome-based accountability.

    An Example: After School Programs

    The federally funded Department of Education afterschool programs were called 21st Century Community Learning Center (21st CCLC) grants. Before NCLB, they were to provide child care after school for families that couldn’t afford child care. After NCLB, they were supposed to serve failing kids instead of poor kids.  (But remember, many educators believed these were the same thing.) But, now, programs were supposed to have some positive impact on academic goals (or get canned).

    They made the goal of this grant to bring kids to grade level (just like the previous Title 1 program example). School districts all over the country were supposed to quit serving poor kids if they were at grade level. Department of Education money for poor kids just got switched out for money for failing kids on paper, but in reality the poor kids were still getting the services, which usually involved remediation. During this time, Edstar evaluated countless programs that were confusing poor kids for failing kids, and we would compare pre- and post-reading scores to see how many kids met the goal of raising to grade level. Most of the students were above grade prior to service.

    Summary

    To get federal grant money, schools and nonprofits now need to show that data supports the need, the services are research-based, and the objectives must be written in terms of data.  Very specific program records need to be kept, and financial records must be kept specifically for the grant. The budget must align with the proposal.  Students need to be targeted based on academic data.

    Educators and nonprofit staff may not have the skills and knowledge required for the new world of federal grants.  This new skill set requires technical knowledge and different ways of thinking.

    Call to action

    Counselors can be instrumental in ushering in a new paradigm—one in which data is used before the services are provided, so that the proper students can be served. They have been leaders in this move toward data. The American School Counselors Association national model provides them with a framework for using data—now a requirement for many funding sources. Goals are set and services are aligned to meet the goals, and students who meet certain data criteria are served.

    This is the trifecta for success: goals, services provided that have been shown to meet the goals, and serving the right kids. Take out any one of these factors and, at best, time is wasted. At worst, the kids are harmed and resources are wasted.

    Try Our School Counselor Apps

    Reference

    Paeplow, C., & Baenen, N. (2006). E & R Report No. 06.09: Evaluation of Supplemental Educational Services at Hodge Road Elementary School 2005-06. Raleigh. Retrieved from http://www.wcpss.net/evaluation-research/reports/2006/0609ses_hodge.pdf