Question

you only have two attempts for this question: which expression is equivalent to t + 4+3 - 2t t + 7 -t + 7 6t 10t

Explanation:

Step1: Combine like - terms

First, combine the constant terms and the t - terms separately. The constant terms are 4 and 3, and the t - terms are t and - 2t.
$t+4 + 3-2t=(t-2t)+(4 + 3)$

Step2: Simplify each group

Simplify the t - terms: $t-2t=-t$, and simplify the constant terms: $4 + 3 = 7$. So, $(t-2t)+(4 + 3)=-t + 7$.

It seems there is a typo in the options as two of them are the same (t + 7). But if we assume the first option is supposed to be -t+7, that is the correct equivalent expression.

Answer:

-t + 7 (assuming the first option is meant to be -t + 7)