Math, asked by 163721, 1 day ago

Drake is playing basketball. He knows that he can score one, two, or three-point shots in a game, and he has already scored 5 points this game. He wants to score at least 20 points before the game ends. Which inequality will help Drake determine the minimum number of baskets he must make to reach his goal?

Answers

Answered by hmhardik2007
2

Answer:

15

Step-by-step explanation:

20-5=15

hope you understand it

Answered by ShraddhaKhanna
0

Given:

Amount of points already scored = 5

One, two and three-point shots are possible.

Number of points to be scored before game ends = 20 points

Solution:

Since 20 points gives the goal and 5 points have already been scored, 15 more points should be scored by the end of the game.

Maximum points that can be earned from a shot = 3

So, Drake can make 15 points using minimum number of shots by shooting baskets worth 3 points alone.

Let the number of 3-point shots made be n

=> Number of points made by n shots = 3n

To score 20 points, 3n + 5 must be 20 (minimum value).

=> 3n + 5 ≥ 20

Hence, the inequality is 3n + 5 ≥ 20.

Click here to see more

https://brainly.in/question/17221138

https://brainly.in/question/52780564?source=archive

#SPJ2

Similar questions