Homeschool Math in Texas: A Weekly Plan That Works

Texas is one of the easiest states in the country in which to homeschool, and math is the subject that most often makes parents wish it were slightly harder. There is no state test to aim at, no scope and sequence handed down, and no one to tell you whether the pace is right. The freedom is real and so is the uncertainty.

This post gives you a structure: what Texas actually requires, a five-day weekly plan that takes under an hour a day, how to know whether it is working, and a straight account of what education savings account money can and cannot pay for.

What Texas requires, briefly#

Texas homeschools operate as private schools. That status came from a 1994 Texas Supreme Court decision, and it carries three practical consequences: no registration with the state, no curriculum approval, and no state testing.

What the law does require is that instruction follow a bona fide written curriculum covering reading, spelling, grammar, mathematics and a study of good citizenship. "Bona fide" means genuine — you are actually teaching it. "Written" means the materials exist in some form, whether a purchased curriculum, books, or your own documented plan.

That is the whole obligation for math. No hours, no standards, no reporting.

Which leaves the question the law does not answer: how do you know your child is where they should be? Most Texas homeschooling families end up using the TEKS, the state standards, as a yardstick even though they are not bound by them. Not because Texas requires it, but because the TEKS describe a coherent sequence, and because a child who might return to a district school, sit a college entrance test, or simply take Algebra I one day benefits from arriving with the same foundations as everyone else. Our parent's guide to the TEKS explains how to read them without becoming a curriculum writer.

The weekly plan#

The structure below assumes four teaching days and a lighter fifth. It works from roughly grade 3 to grade 8, with the time scaled to the child.

Monday — new concept (30–45 minutes). Introduce one idea, and only one. Do it concretely first: manipulatives, a drawing, a number line, a real situation. Then do three or four problems together, talking through each. End before mastery. The goal today is that your child understands what the idea is, not that they can do it quickly.

Tuesday — guided practice (30–45 minutes). Revisit Monday's idea with your child leading and you asking questions. Six to ten problems, increasing in difficulty. Your role is to ask "how do you know?" and to wait. If Monday's idea has not landed, stop and reteach it today rather than pressing on — the schedule serves the child, not the reverse.

Wednesday — independent work (25–40 minutes). Your child works alone. This is the day you find out what actually stuck, and it only works if you resist hovering. Mark it together afterwards and note which errors are conceptual and which are slips.

Thursday — mixed review (25–35 minutes). No new content. Ten problems drawn from the last several weeks, deliberately jumbled. This is the highest-value day in the week and the one families skip first. Revisiting material after you have started to forget it is far more effective than practising it while it is fresh, which is precisely why a jumbled set feels harder and does more.

Friday — application and games (20–30 minutes). Cooking, a building project, budgeting, a board game with scoring, a math puzzle. Fridays keep the subject from becoming purely a worksheet activity, and they are where children discover that math describes things.

Two rules make the plan survive contact with real life. First, if a day gets lost, drop Friday rather than Thursday. Second, if your child has not understood Monday's concept by Wednesday, the answer is another Monday, not a faster Thursday.

Sequencing: what to teach when#

Without a school setting the order, the temptation is to follow whatever workbook you bought. A better spine is the idea each grade turns on:

Grade 5 deserves particular attention. Siegler and colleagues (2012), following students for years, found that fifth-grade knowledge of fractions and division predicted high-school algebra achievement better than whole-number arithmetic, IQ or family income did. If you are ever choosing between covering more ground and securing fractions, secure fractions. The practical side of the other half of that finding is in three methods for long division.

Sixth grade carries two abstractions at once — negative numbers and ratios — and they compete for the same attention. Both are worth slowing down for: the five wrong rules kids invent about negatives and ratios and proportional reasoning.

Knowing whether it is working#

Without a state test, you need your own signals. Three are enough.

Can your child explain it to you? Not recite the steps — explain why the steps work. This is the single most reliable indicator, and it costs nothing.

Does it survive a month? Put one problem from four weeks ago into Thursday's mixed review. If it is gone, it was never learned, only rehearsed.

Can they handle it in an unfamiliar form? A child who can do $\frac{3}{4} + \frac{1}{6}$ but freezes on a word problem about two pieces of ribbon has a procedure, not an idea.

A periodic outside check is worth having too, precisely because you are both teacher and assessor and it is hard to be honest about your own instruction. The free Math Check-Up gives a ten-question snapshot for your child's grade and a short report on what to work on next, with no account needed. Twice a year is plenty. If several signals point the wrong way at once, the five signs a child is falling behind describes what an older, hidden gap looks like.

What ESA money can actually fund#

Texas launched education savings accounts under Senate Bill 2, effective 1 September 2025. The program is called Texas Education Freedom Accounts, TEFA, and the Comptroller administers it. Homeschooled students receive up to $2,000 a year, paid in full at initial funding rather than in instalments.

Two rules decide what that money can do, and they are the opposite of what most families assume.

Software is capped hard. Hardware and software form one category, allowable only when required by an education service provider or vendor or prescribed by a physician, and that category is limited to 10 percent of what is put into the account that year. On a $2,000 homeschool allotment:

$0.10 \times \$2{,}000 = \$200.$

Two hundred dollars. A typical online math subscription at $29.99 a month exhausts it in under seven months, and a $209.99 annual plan does not fit at all.

Tutoring is not capped — but the definition is narrow. The Comptroller's Educator Credential Policy, published in July 2026, requires every student receiving teaching or tutoring to have a lead educator who takes primary responsibility and remains continuously present, physically or virtually, while the instruction happens. A self-paced program, however good, has no continuously present credentialled human. It is therefore an educational product, not a tutoring service, and it lands under the 10 percent cap.

The consequence is worth planning around. The rules are considerably more generous to one hour a week with a qualified person than to a program your child could use every evening. If you are budgeting a homeschool account, treat software as the small line item the rules force it to be and direct the other $1,800 where no cap reaches.

Two further practicalities: there is no reimbursement, so anything you buy yourself stays out of pocket — approved expenses are requested through the platform and paid to the provider. And a vendor must be approved and listed before you can direct funds to it at all.

In the interest of being straight with you: Edukado is not currently an approved TEFA provider. We are following the vendor process and will say so here if that changes. Nothing above should be read as a suggestion that account money can be spent with us today.

The thing that matters more than the curriculum#

Families agonise over which curriculum to buy, and the choice matters far less than what happens when your child gets stuck.

The instinct is to explain. A better move is to ask: what do you know for sure, and what did you try? Then wait — five seconds feels like a minute and is usually enough. Children who are rescued quickly learn that being stuck is a signal to wait for an adult. Children who are given room learn that being stuck is the normal first stage of solving something.

That is the whole argument in why productive struggle works, and the practical script is in the Socratic method in math. If you are weighing outside help to carry part of the load, AI tutor, human tutor or videos compares the three honestly, including where each is the wrong choice.

Homeschooling gives you the two things a classroom cannot: time and attention for one child. The plan above is just a way of spending them consistently.