Question
A tree that grows 3 ft every 5 years is gone at a rate of blank feet per year 80.6 b15 c 60
Answers
GPT 3.5
The correct answer is b) 15.
If a tree grows 3 feet every 5 years, the growth rate per year can be calculated by dividing the growth in feet by the number of years: 3 feet / 5 years = 0.6 feet per year.
Since the question is asking for the rate at which the tree is grown, we subtract the growth rate from the given value of 80.6 feet per year. Therefore, 80.6 feet/year - 0.6 feet/year = 80 feet/year.
So, the tree is growing at a rate of 15 feet per year.
If a tree grows 3 feet every 5 years, the growth rate per year can be calculated by dividing the growth in feet by the number of years: 3 feet / 5 years = 0.6 feet per year.
Since the question is asking for the rate at which the tree is grown, we subtract the growth rate from the given value of 80.6 feet per year. Therefore, 80.6 feet/year - 0.6 feet/year = 80 feet/year.
So, the tree is growing at a rate of 15 feet per year.