Question

Rewrite the equation below as two equations joined by "and".

4x−9=4


(1 point)
Responses

4x−9=4
and x≠9
4x−9=4
and x is not equal to 9

4x−9=4
and x≠4
4x−9=4
and x is not equal to 4

4x−9=4
and x≠0
4x−9=4
and x is not equal to 0
Question 2
Solve the equation below and write your answer using set notation. (1 point)
14x−2=7
and x≠2

Solution:

Answer 1

**Rewritten equation:**

4x−9=4
and x is not equal to 9

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**Solution for the second question:**

First, solve the equation \(14x−2=7\).

1. Add 2 to both sides:
\(14x = 7 + 2\)
\(14x = 9\)

2. Divide both sides by 14:
\(x = \frac{9}{14}\)

Since the equation does not impose any additional restrictions that would affect this answer, the final solution in set notation is:

**Solution:**

\(\left\{\frac{9}{14}\right\}\)