Which of the following equations would have the solution of n=22?(1 point)

Question

Responses

n−15=7+15
n minus 15 equals 7 plus 15

n+16=18+20
n plus 16 equals 18 plus 20

3n−28=38−14
3 n minus 28 equals 38 minus 14

n+16=38−15

Answer 1

correct answer: n+16=38−15

Answer 2

n−15=7+15
n minus 15 equals 7 plus 15

n+16=18+20
n plus 16 equals 18 plus 20

3n−28=38−14
3 n minus 28 equals 38 minus 14

n+16=38−15

Answer 3

The correct equation that results in the solution n=22 is:

n + 16 = 38 - 15

Solving this equation:

n + 16 = 23

Subtracting 16 from both sides:

n = 23 - 16
n = 7

Therefore, n = 7 is the correct solution from this equation.

Answer 4

Which of the following equations would have the solution of n=22?(1 point)
Responses

n−15=7+15
n minus 15 equals 7 plus 15

n+16=18+20
n plus 16 equals 18 plus 20

3n−28=38−14
3 n minus 28 equals 38 minus 14

n+16=38−15

Answer 5

To find the equation where n = 22, you need to substitute n = 22 into each equation and check if it holds true:

1. n−15 = 7 + 15
Substitute n = 22: 22 - 15 = 7 + 15
7 = 22 ► This is incorrect.

2. n + 16 = 18 + 20
Substitute n = 22: 22 + 16 = 18 + 20
38 = 38 ► This is incorrect.

3. 3n − 28 = 38 − 14
Substitute n = 22: 3(22) - 28 = 38 - 14
66 - 28 = 24 ► This is incorrect.

4. n + 16 = 38 − 15
Substitute n = 22: 22 + 16 = 38 - 15
38 = 23 ► This is incorrect.

None of these equations have the solution of n = 22.