What is Mathway? Is it cheating? What parents should know

Mathway is a math-solving app and website, owned by Chegg, that answers problems your child types in or photographs — algebra, trigonometry, calculus, statistics, even chemistry. The free version gives the answer; the step-by-step work is a paid upgrade. Whether it's cheating comes down to whether your child tried the problem first.

What is Mathway?

Mathway works like a calculator that understands whole problems. It's similar to Photomath, with one big difference: free users see the final answer but not the steps. That makes it great for checking and tempting for copying.

For a parent, the most useful question is what an answer on the screen can and cannot tell you. It can tell your child whether their final number matches. It cannot tell you whether they understood the instructions, picked an appropriate operation, or can repeat the method. Those decisions happen before the answer appears. A finished page can hide them, which is why looking at the attempt matters.

Imagine a worksheet asks for an answer and a diagram. A correct number alone still leaves part of the task unfinished. Ask your child what the diagram is supposed to represent before they fill it in. If the question is about equal groups, the drawing should show those groups, not just decorate the answer. The assignment may be checking the representation as much as the calculation.

Is Mathway cheating?

• Not cheating: solving first, then using Mathway to confirm the answer.
• Cheating: entering every problem on the worksheet and writing down the answers.
• The tell: correct answers with no work, or work that was clearly written backward from the answer.

Suppose your child solves 4x + 3 = 19 on paper, gets x = 4, and checks that result afterward where the teacher allows checking. Ask them to substitute 4 into the original equation: four times four plus three is nineteen. That extra step checks their reasoning without needing to know how an app produced its answer. It also makes verification something they can do independently.

Now suppose every equation was entered before the pencil came out. The worksheet may be complete, but there was no practice in deciding how to isolate the variable. For a fresh example, write 3x + 2 = 14 and ask what they would undo first. Let them draw or explain before calculating. If they don't know, you've identified the beginning of the lesson to revisit.

Not showing work isn't automatically proof of copying. Some questions are meant for mental arithmetic; some children use scratch paper that never gets attached. Ask what the teacher requested and where the attempt happened before drawing a conclusion. A correct answer without visible steps is incomplete evidence, not a reliable account of what occurred during homework.

What the app gives your kid vs. what you need to know

Paste the finished worksheet into our homework checker, or use explain my kid's homework to teach the method with different numbers.

A word problem can have the right number and still be misunderstood. Imagine the question asks how many boxes are needed to pack thirty-five books, with eight books per box. A child might divide correctly but not know what to do with the remainder. Ask whether four boxes would hold every book, and let them sketch the groups. The real issue is interpreting the situation, not obtaining a decimal from a calculator.

Units are another useful window. Suppose an answer to a speed question is written as '50' with no label. Ask what that fifty counts: miles, hours, or miles per hour? If they can explain the relationship, the missing label may simply be an oversight. If they cannot, go back to what the problem compares. Correct digits don't settle that question.

When homework looks strong but quizzes don't, resist deciding the cause from grades alone. Anxiety, different question formats, and difficulty remembering steps can also contribute. Compare one homework example with one quiz example together. Ask what was different about the instructions and which first step felt uncertain. That gives you a specific question to raise with the teacher instead of a broad suspicion about app use.

The 3 questions to ask tonight

• "Show me your work on number 3." No work is the first clue.
• "How did you know to do that first?"
• "Try this one with new numbers."

Then agree on the rule: attempt first, app to check. Our AI homework rulebook keeps it to one page.

Use the new-numbers question as practice rather than a surprise test. Tell your child you're checking what needs another explanation, not whether they can perform perfectly on demand. Keep the structure familiar and the arithmetic manageable. If the original problem involved sharing among four people, change the number of objects, not every feature of the situation at once.

A hesitant start can still be useful. Offer a blank diagram or ask them to name the quantities before choosing an operation. Then stop helping long enough to see what they try. Their next move tells you more about the missing skill than insisting they recite a finished solution. One supported attempt followed by one independent attempt keeps the distinction clear.

For a rushed evening, agree on a stopping point. Your child can attempt a representative problem, mark the part they cannot explain, and ask the teacher for help rather than filling the page with borrowed answers. Follow up the next day with that exact difficulty. The family rule should cover this situation in advance, so being stuck doesn't feel like choosing between copying and getting in trouble.