Shawn has $12.00 The arcade has an admission fee of $3.00 and then charges $0.25 for each game.

Select an inequality that represents the number of games (g) Shawn could play.

(A.) 32 > 56g

(B.) 3.00 + 0.25g ≤ 12.00

(C.) 12 < 123g

(D.) 3+12g < 198

Question

Nasir

Mathematics

28 September, 10:01

Shawn has $12.00 The arcade has an admission fee of $3.00 and then charges $0.25 for each game.

Select an inequality that represents the number of games (g) Shawn could play.

(A.) 32 > 56g

(B.) 3.00 + 0.25g ≤ 12.00

(C.) 12 < 123g

(D.) 3+12g < 198

+4

Answers (1)

Know the Answer?

Lilliana Rosales · Answer 1

If I'm not mistaken I believe the answer is B.

Step-by-step explanation:

His total was 12 but then you have to subtract 3 for the admission fee which leaves with $9.

The inequality from option B states that the $3 from the admission and the $0.25 per game would be less than or equal to his total amount of 12.

Shawn has $12.00 The arcade has an admission fee of $3.00 and then charges $0.25 for each game.Select an inequality that represents the number of games (g) Shawn could play.(A.) 32 > 56g(B.) 3.00 + 0.25g ≤ 12.00(C.) 12 < 123g(D.) 3+12g < 198

Shawn has $12.00 The arcade has an admission fee of $3.00 and then charges $0.25 for each game.

Select an inequality that represents the number of games (g) Shawn could play.

(A.) 32 > 56g

(B.) 3.00 + 0.25g ≤ 12.00

(C.) 12 < 123g

(D.) 3+12g < 198