Functional math IEP goal examples for high school

By the IEP Atlas editorial teamLast updated November 1, 2026

Short answer

A functional math IEP goal for high school targets a math task the student will use after graduation, in the setting where it happens. Example: given a price under $20 and a wallet of bills, the student will pay using the next-dollar strategy on 4 of 5 purchases at a community store, up from 1 of 5.

Functional math is the math of paying, budgeting, keeping time, measuring and reading a pay stub. In high school it belongs in the IEP when those tasks are a real need for life after graduation. The 20 goals below are grouped by task. Each has an illustrative baseline, a criterion with a denominator, and a link to its template.

The numbers are examples, not benchmarks. For calculation and word problem goals, start with the math IEP goals pillar.

What makes a functional math goal measurable

Functional math goals are easy to write vaguely. "Will use money in the community" could mean naming a quarter or managing a bank account. A measurable version names four things.

The task and its range: paying for items under $10, or totaling a list of 8 grocery items.
The materials and setting: a real wallet, a phone calculator, a school store or a grocery store.
The support: independently, with a picture card, or with no more than one verbal prompt.
The criterion: a count out of a set, such as 4 of 5 purchases, or steps done alone out of a task analysis.

From the first IEP in effect when the student turns 16, the IEP must include measurable postsecondary goals and the transition services needed to reach them.^[1] Some states start earlier. Federal rules define transition services to include, when appropriate, daily living skills and a functional vocational evaluation.^[2] Functional math goals often carry the independent living part of that plan, so tie each one to a stated postsecondary goal. The transition planning guide covers that part of the IEP.

How to choose the right functional math goal

Start from what the student will do after high school, then test the math that task needs. Use real items: a menu, a receipt, a bus timetable.

Student profile	Sub-skill to target	Measure	Data sheet
Can count bills but cannot pay a price	Next-dollar paying	Opportunities out of 5 purchases	Opportunity data sheet
Pays but accepts any change	Checking change	Opportunities out of 5	Opportunity data sheet
Uses a calculator, struggles to plan a trip budget	Budgeting with a list	Task analysis steps	Task analysis data sheet
Late to work or class, reads a clock	Planning when to leave	Percent accuracy out of 10	Accuracy data sheet
Works in a job setting with counts and weights	Job math	Accuracy or task analysis	Accuracy or task analysis sheet
Has or will soon have a paycheck	Pay stubs and bills	Accuracy out of 10 questions	Accuracy data sheet

Pick one or two goals. A student with five functional math goals rarely gets enough practice on any of them.

Money goals: paying and change

Paying with the next-dollar strategy: Given a price under $20 and a wallet with $1, $5 and $10 bills, the student will pay using the next-dollar strategy on 4 of 5 purchases in a community store. Baseline: 1 of 5. Template
Checking change: Given a purchase and the change from a cashier, the student will count the change and say whether it is correct on 4 of 5 transactions across 3 trips. Baseline: 0 of 5. Template
Counting out an amount: Given bills and coins, the student will count out 10 stated amounts between $1.00 and $20.00 with 9 of 10 exact (90%). Baseline: 5 of 10. Template
Enough money: Given a set amount of cash and 10 price tags, the student will say whether there is enough money for each item on 9 of 10 tags on 3 consecutive sessions. Baseline: 6 of 10. Template

Weak: "The student will improve money skills." Measurable: the change goal, which names the task, the setting and the count.

Shopping and budgeting goals

Comparing prices: Given 10 pairs of shelf tags for the same item, the student will choose the lower total price on 9 of 10 pairs. Baseline: 5 of 10. Template
Totaling a list: Given a shopping list of 8 items with prices and a calculator, the student will find the total within $0.50 on 4 of 5 lists. Baseline: 1 of 5. Template
Sale prices: Given 10 items marked with a percent off and a phone calculator, the student will find the sale price for 8 of 10 on 2 consecutive probes. Baseline: 2 of 10. Template
Budgeted grocery list: Given a $30 budget, store ads and a planning sheet, the student will complete 6 of 6 planning steps (meals, items, prices, total, compare to budget, adjust) without prompts. Baseline: 2 of 6. Template

Weak: "The student will budget." Measurable: the grocery list goal, which names the budget, the materials and the steps.

Time and scheduling goals

When to leave: Given 10 appointment times and travel times, the student will write the time to leave for 9 of 10 on 3 weekly probes. Baseline: 4 of 10. Template
Work schedule: Given a printed weekly shift schedule, the student will answer 10 questions about days, start times and hours with 9 of 10 correct. Baseline: 5 of 10. Template
Kitchen timer: Given package directions with a cook time, the student will set a timer or microwave for the stated time on 5 of 5 trials across 2 weeks. Baseline: 2 of 5. Template
Bus timetable: Given a bus timetable and 10 questions, the student will find the departure or arrival time for 8 of 10. Baseline: 3 of 10. Template

Weak: "The student will be on time." Measurable: the leave-time goal, which turns punctuality into a math task you can probe.

Measuring and job math goals

Measuring ingredients: Given a recipe and measuring cups and spoons, the student will measure 10 ingredient amounts with 9 of 10 correct during cooking class. Baseline: 4 of 10. Template
Weighing produce: Given a produce scale with a price display, the student will complete 5 of 5 steps of weighing and reading the price with no more than one prompt. Baseline: 2 of 5. Template
Counting for a job task: Given an order for 10 to 50 items, the student will count out the requested number on 9 of 10 orders at a school job site. Baseline: 6 of 10. Template
Checking a delivery: Given a delivery and its packing list, the student will complete 6 of 6 steps of matching items and counts and reporting any shortage across 3 deliveries. Baseline: 2 of 6. Template

Weak: "The student will use math at work." Measurable: the counting goal, which names the range, the setting and the criterion.

Personal finance goals

Pay stub: Given a sample pay stub and 10 questions, the student will find hours worked, gross pay and net pay for 8 of 10. Baseline: 3 of 10. Template
Bills: Given 5 sample bills, the student will find the amount due and the due date on 5 of 5 on 2 consecutive probes. Baseline: 2 of 5. Template
Tips: Given 10 restaurant totals and a tip chart or calculator, the student will find a 15% or 20% tip within $0.25 for 8 of 10. Baseline: 2 of 10. Template
Spending log: Given receipts from a week of purchases, the student will record each purchase and update the balance, completing 5 of 5 log steps on 3 consecutive weeks. Baseline: 1 of 5. Template

Weak: "The student will manage money." Measurable: the bills goal, which says exactly what the student finds and how often.

Functional math goals for students with autism or significant support needs

The goals above work for most students, but the conditions change. For a student with autism who does best with predictable routines, or a student with a significant cognitive disability, adjust the condition and the response, not the math task itself.

Adjustment	Example in the goal	Why
Visual support	"Given a picture card of the next-dollar steps"	Holds the routine in view while the student pays
Response mode	"Will point to or select on a device whether there is enough money"	Separates the math from speech
Smaller range	"Prices under $5" instead of under $20	Keeps the same skill at a reachable size
Task analysis criterion	"5 of 6 steps with no more than one gesture prompt"	Shows growth in independence, not just right or wrong
Real setting	"In a community store"	Skills practiced only at a desk often do not transfer

Plan for generalization from the start. Teach in the classroom, then probe in at least two real settings, such as the school store and a nearby grocery store. Community-based instruction is how many teams provide that practice. The National Technical Assistance Center on Transition shares practices for teaching these skills as part of transition.^[3]

How to measure progress on functional math goals

Pick the measure from the task. Discrete decisions (enough money or not) use opportunities. Multi-step routines use task analysis. Written problems use percent accuracy out of a fixed set.

Goal type	Method	How often	What to record
Paying, change, price decisions	Opportunities out of 5 or 10	Each practice session	Correct or not, and the prompt level
Budgeting, weighing, delivery checks	Task analysis	Each time the routine runs	Steps done alone out of the total
Schedules, pay stubs, bills	Percent accuracy	Weekly probe of 10 items	Items correct out of 10

Record the setting on every data line. A student who pays correctly 5 of 5 times in class and 1 of 5 times in a store has not met a goal written for the community. Repeated, graphed probes are what let the team see that gap early.^[4]

Short-term objectives for functional math goals

Step by support, by range or by setting. For the next-dollar paying goal:

By the first report, given prices under $5 and a picture card, the student will pay correctly on 4 of 5 classroom purchases.
By the second report, given prices under $10 and no card, the student will pay correctly on 4 of 5 purchases in the school store.
By the annual review, given prices under $20, the student will pay correctly on 4 of 5 purchases in a community store.

The short-term objectives guide covers other ways to break a goal into steps.

Adapting functional math goals by support level

Support level	Typical focus	Tools	Example criterion
Extensive support	Enough money or not, matching prices, timers	Picture cards, device, preset amounts	5 of 6 steps with one gesture prompt
Moderate support	Next-dollar paying, schedules, measuring	Calculator, number line, checklist	4 of 5 purchases
Diploma path	Budgets, sale prices, pay stubs, tips	Phone calculator, spreadsheet	8 of 10 problems

More goals by band are on the high school math goals and high school functional skills pages. The full set of templates is on the functional academics goals page. For daily living goals beyond math, see functional IEP goal examples. For word problems with prices and plans, see math problem solving goals. Paste each draft into the goal checker before the meeting.

Frequently asked questions

What is the difference between functional math and academic math goals?

Academic math goals follow the grade-level curriculum, such as fractions or equations. Functional math goals target math used in daily life, such as paying, budgeting and reading schedules. Many high school students have one of each.

Can a student on a diploma path have functional math goals?

Yes. Present levels drive goals, not the diploma type. A student taking algebra may still need a goal for budgeting or reading a pay stub if that is a real need for life after school.

Should functional math goals be practiced in the community?

Where possible, yes. Teach in class, then probe in at least two real settings. Record the setting on the data sheet so the team can see whether the skill transfers.

Use it in IEP Atlas

Sources

34 CFR §300.320: Definition of individualized education program, Legal Information Institute, Cornell Law School
34 CFR §300.43: Transition services, Legal Information Institute, Cornell Law School
National Technical Assistance Center on Transition: The Collaborative, NTACT:C
Progress Monitoring: Data & Goal Setting, National Center on Intensive Intervention

Written and checked by the IEP Atlas editorial team under our editorial policy. This guide describes general practice and federal rules. It is not legal advice; your state may add requirements, and the IEP team makes the decisions for each student.