Question

match the sentence with an equation. the square of g is the same as two times the difference of g and 10. a) $g^{2}=2(g - 10)$ b) $\frac{1}{2}g + 32 = 15+6g$ c) $g^{3}=24g + 4$ d) $3g^{2}=30 + 9g$

Explanation:

Step1: Translate "the square of g"

The square of g is written as $g^{2}$.

Step2: Translate "the difference of g and 10"

The difference of g and 10 is written as $g - 10$.

Step3: Translate "two times the difference of g and 10"

Two times the difference of g and 10 is written as $2(g - 10)$.

Step4: Translate "is the same as"

"Is the same as" means equal, so the equation is $g^{2}=2(g - 10)$.

Answer:

A. $g^{2}=2(g - 10)$