The photograph below shows a bouncing ball in front of an illuminated grid. The heights of the ball's bounces make a geometric s equence. What will the height of the next bounce be?
A. 0.28812 m
B. 0.2352 m
C. 0.1764 m
D. 0.26724 m
2 answers:
Hello there. <span>The photograph below shows a bouncing ball in front of an illuminated grid. The heights of the ball's bounces make a geometric sequence. What will the height of the next bounce be? </span><span>A. 0.28812 m </span>
The sequence would be written as: 1.2, 0.84, 0.588, 0.4116 If this is a geometric sequence, then they should have a common ratio. We determine as follows: 0.4116 / 0.588 = 0.7 0.588 / 0.84 = 0.7 0.84 / 1.2 = 0.7 r = 0.7 an = a1(r^(n-1)) an = 1.2 (0.7^(5-1))an = 0.28812 <--------option A
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Hey~
Possibly C.
It makes the most sense.
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Answer:
Step-by-step explanation:
The first one
Yes. -- Take 10/50. -- Divide numerator and denominator by 2.5 , (Or multiply them by 0.4 .) -- You now have 4/20 .
The interest would be $123.5