A 8-inch sunflower is planted in a garden and the height of the sunflower increases exponentially. The height of the sunflower increases by 25% every 6 days.
What is the 6-day growth factor for the height of the sunflower?
What is the 1-day growth factor for the height of the sunflower?
What is the 1-day percent change for the height of the sunflower? %
f(t)=
The populations of Towns A, B, and C vary exponentially with respect to time.
The population of Town A increases by 20% every 10 years. What is the annual percent change in the population of Town A? %
The population of Town B decreases by 18% every 6 years. What is the annual percent change in the population of Town B? %
The population of Town C triples every 15 years. What is the annual percent change in the population of Town C? %
Since you have submitted two questions, we'll answer the first question. For the second question please submit the question again and specify it.
in 6 days it increases 25%= 0.25
So after 6 days its height is 1+0.25=1.25 times the original.
So the 6 days growth factor is 1.25
Answer(a): 6 day growth factor =1.25
1 day growth factor = 1.25^(1/6)=1.03789
Answer: 1 day growth factor =1.03789
Growth rate of 1 day= 1.03789
So in 1 day it increased 1.03789-1=0.03789 = 0.03789 x 100%= 3.789%
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