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Is (-2, 3) a solution of y = -x + 1

Step by step, with the reason for every step · Checking a solution · Algebra 1

Step by step

The question

Question: is (−2, 3) a solution of y = −x + 1.

y = −x + 1
is (−2, 3) a solution?

1 Read x and y

The first number is always x.

The second is y.

So x = −2 and y = 3.

(−2, 3) → x = −2, y = 3

Careful!

Do not swap them.

The first number in (−2, 3) is x.

Careful: not x = 3, y = −2 ✗

2 Put them in

Put x = −2 and y = 3 in.

3 =? −(−2) + 1

Work out each side.

3 =? 2 + 1

Is 3 equal to 3?

Yes.

True!

3 = 3 true

It is true.

So (−2, 3) is a solution.

(−2, 3) is a solution

Let's look back.

First: read x and y.

Last: put them in.

Answer
(−2, 3) is a solution

Your turn

Try this one yourself, then check:

is (−5, 2) a solution of y = −x − 3
Show the answer
(−5, 2) is a solution

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