Question
The expression 3(1 - 0.5)* represents the height of a ball, in feet, after x bounces since the ball was initially dropped. What does (1 - 0.5)
represent!
A the factor by which the height of the ball is multiplied for every 1 bounce
B the factor by which the height of the ball is multiplied for every 1.5 bounces
C the factor by which the height of the ball is multiplied for every 5 bounces
D the factor by which the height of the ball is multiplied 5 times for every bounce
represent!
A the factor by which the height of the ball is multiplied for every 1 bounce
B the factor by which the height of the ball is multiplied for every 1.5 bounces
C the factor by which the height of the ball is multiplied for every 5 bounces
D the factor by which the height of the ball is multiplied 5 times for every bounce
Answers
GPT-4o mini
The expression \(3(1 - 0.5)^x\) represents the height of a ball after \(x\) bounces, where \(3\) is the initial height and \(1 - 0.5\) is the factor that describes the height reduction after each bounce.
Here, \(1 - 0.5\) simplifies to \(0.5\), meaning the height of the ball is multiplied by \(0.5\) (or reduced to half) with each bounce.
Thus, the correct answer is:
**A** the factor by which the height of the ball is multiplied for every 1 bounce.
Here, \(1 - 0.5\) simplifies to \(0.5\), meaning the height of the ball is multiplied by \(0.5\) (or reduced to half) with each bounce.
Thus, the correct answer is:
**A** the factor by which the height of the ball is multiplied for every 1 bounce.