Donna is planning to take a trip to Spain that will cost $2,927. She has already saved $1,852. To earn the rest of the money, Donna will mow lawns for $25 per lawn. Which equation can be used to find x, the number of lawns Donna will need to mow in order to have enough money for her trip?

A) 1,852x + 25 = 2,927

B) 25 (x + 1,852) = 2,927

C) x (1,852 + 25) = 2,927

D) 25x + 1,852 = 2,927

Question

Kaylyn Fritz

Mathematics

11 December, 20:46

Donna is planning to take a trip to Spain that will cost $2,927. She has already saved $1,852. To earn the rest of the money, Donna will mow lawns for $25 per lawn. Which equation can be used to find x, the number of lawns Donna will need to mow in order to have enough money for her trip?

A) 1,852x + 25 = 2,927

B) 25 (x + 1,852) = 2,927

C) x (1,852 + 25) = 2,927

D) 25x + 1,852 = 2,927

+3

Answers (1)

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Cookie · Answer 1

The answer is D

Step-by-step explanation:

So if she is wanting to save up to 2,927$ then that is gonna be your Y-value. So if she has already previously saved 1,852 that is your "ground number" that is gonna be the same, and for the 25$ per lawn, The per makes it your x-value so it comes out to be 25x + 1,852 = 2,927, Answer D