Tina is playing a computer game. She starts with 100 points, and she loses points based on the following rules:
• Each time a player passes a level, 8 points are lost.
• Each time a player catches a flower, 3 points are lost.
Suppose Tina catches 6 flowers per level, on average. Solve an inequality to determine the number of levels she must complete to have fewer than 20 points left.
Tina must complete at least
level(s).
2 answers
i think it would be 5
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 she must pass to have fewer than 20 points left?
• 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 she must pass to have fewer than 20 points left?
1 answer