Math, asked by nirajsharma3995, 4 months ago

A tennis ball bounces on the ground n times. The heights of the bounces, h_1,h_2,h_3,…,h_n, form a geometric sequence. The height that the ball bounces the first time, h_1, is 80 cm, and the second time , h_2, is 60 cm. Find the value of common ratio for the sequence.

Answers

Answered by lakshitadas2009
0

Answer:

A tennis ball bounces on the ground n times. The heights of the bounces, h_1,h_2,h_3,…,h_n, form a geometric sequence. The height that the ball bounces the first time, h_1, is 80 cm, and the second time , h_2, is 60 cm. Find the value of common ratio for the sequence.

Step-by-step explanation:

A tennis ball bounces on the ground n times. The heights of the bounces, h_1,h_2,h_3,…,h_n, form a geometric sequence. The height that the ball bounces the first time, h_1, is 80 cm, and the second time , h_2, is 60 cm. Find the value of common ratio for the sequence.

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