2. Tina is playing a computer game.
She starts with 100 points, and she
loses points based on these rules:
• Each time a player passes a level,
8 points are lost.
• Each time a player catches a
flower, 3 points are lost.

Part A

Suppose Tina catches 6 flowers per
level. Which inequality determines
the number of levels, p, that Tina
must pass to have fewer than 20
points left?
A. 100-8p - 6p - 3p ≤ 20
B. 100-8p - 6p - 3p < 20
C. 100-8p - 6px 3p ≤ 20
D. 100-8p - (3 x 6)p < 20

Part B

Tina must complete at least
_ levels.