Christopher has $75 to buy two video games. If the video games cost $21 and $25, which equation represents the amount of money (v) Christopher will have left? Show Work!

(A) 75 + 21 = v

(B) 75 - 25 = v

(C) 75 + 46 = v

(D) 75 - 46 = v

Question

Mathematics

Dorian Burke

8 June, 08:33

Christopher has $75 to buy two video games. If the video games cost $21 and $25, which equation represents the amount of money (v) Christopher will have left? Show Work!

(A) 75 + 21 = v

(B) 75 - 25 = v

(C) 75 + 46 = v

(D) 75 - 46 = v

+5

Answers (1)

Know the Answer?

Cohen · Answer 1

D is your answer

Step-by-step explanation:

You combine the costs of the two games, and take that away from what Christopher has.

21+25=46

75 is what Christopher has.

Subtract the 46 from the 75

75-46 = the amount left over

So D

Christopher has $75 to buy two video games. If the video games cost $21 and $25, which equation represents the amount of money (v) Christopher will have left? Show Work!(A) 75 + 21 = v(B) 75 - 25 = v(C) 75 + 46 = v(D) 75 - 46 = v

Christopher has $75 to buy two video games. If the video games cost $21 and $25, which equation represents the amount of money (v) Christopher will have left? Show Work!

(A) 75 + 21 = v

(B) 75 - 25 = v

(C) 75 + 46 = v

(D) 75 - 46 = v