Question

Simplify the expression.

93x+4+2x
9
3
𝑥
+
4
+
2
𝑥


(1 point)
Responses

15x+12
15
𝑥
+
12
15 x plus 12

5x+4
5
𝑥
+
4
5 x plus 4

x+4
𝑥
+
4
x plus 4

113x+4

Answer 1

nope abc or d

Answer 2

To simplify the expression \( 93x + 4 + 2x \), we start by combining like terms.

1. Combine the \( x \) terms:
\[
93x + 2x = (93 + 2)x = 95x
\]

2. Now, we add the constant term:
\[
95x + 4
\]

The simplified expression is:
\[
95x + 4
\]

Since this option is not listed in the responses, it seems there is a mistake with the given choices. None of the options exactly match \( 95x + 4 \). Do let me know if there is any correction or further assistance needed!

Answer 3

Apologies for any confusion in my previous response. Let's take a closer look at the original expression you provided, which may not have rendered correctly. It seemed like there was a miscommunication.

If we analyze the terms correctly, assuming you meant \( 9x + 4 + 2x \) based on the incomplete expression you provided:

1. Combine the \( x \) terms:
\[
9x + 2x = 11x
\]

2. Then, add the constant:
\[
11x + 4
\]

This means the final expression should be \( 11x + 4 \). However, based on the four options you provided again, I’ll re-evaluate them.

Among the responses:
- 15x + 12
- 5x + 4
- x + 4
- 113x + 4

None of these options represent \( 11x + 4 \) either.

Please confirm if I should consider \( 9x + 4 + 2x \) as the intended expression to simplify, or provide the correct expression for further help!