suppose you drop a tennis ball from a height of 15 feet. After the ball hits the floor, it rebounds to 85% of its previous height. How high will the ball rebound after its third bounce. round to the nearest tenth.. my teacher told be the answers 9.2 but i don't know how she got it

Rip to the guys back in 2008

tn= ar^n-1

t3=15(.85)^4-1
t3=15(.85)^3
t3=9.2

2008 guys a real one

.85*.85*.85 * 15 = .85^3 * 15 = 9.21

also its randomized

i was watching vampire knight back in 2008 ;-;

X got me an 80% and R.I.P X and 999 Juice wrld

To find the height to which the ball rebounds after its third bounce, we can use the formula for the rebound height:

Rebound height = Previous height x Rebound percentage

Given that the ball rebounds to 85% of its previous height, we can calculate the rebound heights after each bounce:

Bounce 1: Rebound height = 15 feet x 0.85 = 12.75 feet
Bounce 2: Rebound height = 12.75 feet x 0.85 = 10.8375 feet
Bounce 3: Rebound height = 10.8375 feet x 0.85 = 9.211875 feet (rounded to the nearest tenth)

So, after its third bounce, the ball will rebound to approximately 9.2 feet.

Test unit 4 lesson 7

A. 7 13 19 25 31
B a1=11 an =an1-3
B an=-4+5(n-1)
B 4.1
D 22n
C no
A -29
B 30
B yes 3/4
B 1/243
A -185
A 900
D 5 signed n-1. (-4.4+6.6n)
C 752
B 190
A 4
D 22 124/125
D diverges not have a sum