My Child Is Struggling With Algebra 1: How Can I Help?

Oct 23

6 min read

Your child understood the example in class. But now they’re staring at their Algebra 1 homework, unsure how to begin. You try explaining it, they get frustrated, and a few questions turn into an entire evening.

Before adding more practice problems, it helps to understand what is causing the difficulty. Some students need another explanation of the current lesson. Others struggle with fractions, negative numbers, or earlier skills that show up throughout algebra.

The most useful support starts with identifying where your child gets stuck, then giving them a way to work through that difficulty.

Why Algebra 1 Can Be a Difficult Adjustment

Algebra asks students to do more than calculate an answer. They need to work with unknown quantities, recognize relationships, and decide which operations will help them solve a problem.

The same relationship can appear as an equation, a graph, a table, or a written description. A student might feel comfortable solving an equation but have trouble recognizing what it means on a graph.

New lessons also depend on earlier material. Graphing a line can involve fractions, negative numbers, coordinates, and equation solving in a single question. Difficulty with any one of those skills can make the whole problem feel confusing.

That is why “practice more” is not always a sufficient answer. The practice needs to address the right problem.

Start With One Problem They Found Difficult

Ask your child to choose a recent homework or test question they couldn’t complete. Have them explain what they understand before you show them how to solve it.

Try asking:

What is the question asking you to find?
What information have you been given?
What would you try first?
Which step feels confusing?
How could you check your answer?

Their explanation can reveal whether the difficulty is understanding the concept, choosing a method, or carrying out the calculation.

Consider this equation:

3(x − 2) = 15

A student who writes 3x − 2 = 15 needs help with the distributive property.

A student who correctly writes 3x − 6 = 15, but then subtracts 6 from both sides, needs help understanding inverse operations.

Both students reached an incorrect answer. But they need different explanations and practice.

Look for Gaps in Earlier Math Skills

An Algebra 1 problem can go wrong even when a student understands the new concept.

Fractions

Fraction operations appear in equations, slopes, proportions, and other topics. A student may know how to isolate a variable but become stuck when a coefficient is a fraction.

Negative Numbers

Subtracting a negative, multiplying signed numbers, and distributing a negative sign can lead to repeated errors. Those mistakes can affect an otherwise correct solution.

Order of Operations

Students need to recognize how parentheses, exponents, multiplication, and other operations fit together before simplifying an expression.

Equality and Inverse Operations

Solving an equation requires keeping both sides equal. Students who memorize “move it to the other side and change the sign” may have trouble explaining why a step works or applying it in an unfamiliar problem.

You do not necessarily need to review an entire previous math course. Find the particular skill causing trouble and practice it alongside the current lesson.

Notice the Difference Between Watching and Understanding

A student can follow a completed example without being ready to solve a similar problem independently.

When someone else demonstrates the solution, they make the decisions: which equation to use, what to simplify first, and how to check the result. Working alone requires the student to make those decisions.

After reviewing an example together, ask your child to try a similar problem with different numbers. Give them time to think before stepping in.

If they get stuck, start with a small prompt:

“What are you trying to isolate?”

“Which operation would undo that multiplication?”

“What does the slope tell you?”

Gradually reducing the amount of help can show which steps your child understands and which still need attention.

Use Mistakes to Decide What to Practice

A page of incorrect answers can feel discouraging. Looking for patterns makes it more useful.

Have your child identify the first incorrect step in a few missed problems. Then describe the mistake as specifically as possible.

“I’m bad at algebra” does not suggest what to do next.

“I forgot to multiply both terms inside the parentheses” gives them something concrete to check.

Common patterns include:

Losing a negative sign
Applying an operation to only one side of an equation
Combining terms that are not like terms
Confusing slope with an intercept
Choosing an equation that does not match the word problem
Stopping before answering what the question actually asked

Once you identify a pattern, choose practice that addresses it. A few carefully reviewed problems can be more useful than completing a long worksheet without understanding the errors.

What If Homework Goes Well but Test Scores Are Low?

Homework and tests can involve different levels of support.

At home, your child may have notes, completed examples, an answer checker, or someone nearby to help. During a test, they need to recognize the method and complete the work independently.

Ask your child to try a few review problems without looking at an example first. Can they explain why they chose each step? Can they check the solution?

If they can solve problems independently at home but struggle during tests, discuss that pattern with the teacher. The difficulty may involve pacing, mixed question types, or working under test conditions rather than a complete lack of understanding.

Avoid assuming that a low test score means your child did not study. Look at what their preparation involved and whether it gave them practice making decisions on their own.

Talk With the Teacher About Specific Difficulties

The teacher can help you understand whether the problem appears during classwork, homework, tests, or all three.

A specific question is more useful than simply asking whether your child needs to work harder.

For example:

“My child follows the examples but struggles to begin the homework independently. Which skills would you recommend reviewing?”

What If Your Child Is Taking Algebra 1 in Middle School?

Taking Algebra 1 early does not mean a student should understand every topic immediately.

A middle school student may be handling more demanding coursework while also developing study habits and learning how to ask for help. They may need support with the pace, independent practice, or foundational skills.

Look at whether your child understands the reasoning or is relying on memorized procedures to keep up.

If assignments consistently take an excessive amount of time, or the same misunderstandings keep returning, speak with the teacher. The goal is to determine what support will help your child learn the material and whether the current expectations are appropriate.

When Could an Algebra 1 Tutor Help?

One-on-one tutoring may be useful when the same difficulties continue despite classroom resources and regular effort.

Consider additional support if:

Homework frequently becomes a long, frustrating process.
Your child relies on answer keys or completed examples.
They understand explanations but cannot apply the method independently.
Earlier math gaps keep interrupting new lessons.
They avoid asking questions because they feel embarrassed.
Test preparation consists mainly of rereading notes rather than solving problems.

A tutor can work through questions with the student, observe their reasoning, and focus on where understanding breaks down.

Patience matters, too. Students need room to ask a question more than once, make mistakes, and try an approach without feeling rushed.

One parent reviewing Alejandro’s tutoring described how his clear explanations and encouragement helped her son feel more confident with homework and tests. That combination of understanding and confidence is a useful thing to look for when choosing support, rather than focusing only on how quickly someone can demonstrate a solution.

Should Tutoring Be Weekly or Just Before a Test?

That depends on the difficulty.

A student who understands most of the course but needs help with one topic may benefit from a focused session. A student with recurring gaps may need more consistent support as new lessons build on earlier material.

Waiting until the night before a test leaves less time to identify misunderstandings and practice independently afterward.

If you choose regular lessons, reassess as the student progresses. Look for signs such as being able to explain a method, start assignments with less help, and recognize mistakes independently.

What Should Your Child Bring to a Tutoring Session?

Recent work helps the tutor connect the lesson to the class.

Useful materials include:

Homework questions your child attempted
A recent quiz or test
Class notes and worked examples
A review sheet for an upcoming assessment
A short list of questions

Incorrect working is useful. It shows where the student started, what decisions they made, and where the method went wrong.

Encourage your child to describe their difficulty specifically. “I don’t understand how to find the slope from this table” gives the session a clearer starting point than “I don’t understand anything.”

Get Online Algebra 1 Help With Alejandro

Tutoring by Alejandro provides one-on-one online math tutoring for middle and high school students, including students taking Algebra 1.

Sessions can focus on current assignments, equations, graphing, functions, word problems, and earlier skills that are making new material difficult. Students work with Alejandro over Zoom and can bring questions from their own class.

Explore online math tutoring:https://www.tutoringbyalejandro.com/math-tutoring

Schedule a free 15-minute introduction call to discuss your student’s course and where they need help:https://www.tutoringbyalejandro.com/intro-call

Next SAT: November 7