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oee [108]
2 years ago
8

how does the distance you determined in part c change if the radius of the small gear is 1.5 inches and the radius of the large

gear is 45 inches?
Mathematics
1 answer:
Andrews [41]2 years ago
4 0

If the radius of the smaller gear is 1.5 inches and the radius of the large gear is 4.5 inches then the bicycles can travel a distance of 62.83 inches.

Given radius of the small gear=1.5 inches and radius of the larger gear=4.5 inches.

Number of rotation of the small gear for each rotation of the larger gear=4.5/1.5=3

Distance which the bicycle can travel=3*2πr.

=3*2*π*10

=60π inches.

Difference in distance travelled=60π inches-40π inches.

=20π inches

put π=3.14

=20*3.14

=62.83 inches.

Hence the distance that the bicycle travels is 62.83 inches if the radius of smaller gear is 1.5 inches and radius of the larger gear is 4.5 inches.

Learn more about distance at brainly.com/question/2854969

#SPJ4

Question is incomplete as it should includes:

Description about the question that person is travelling through bicycle. That's why radius of gears has been given.

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3 years ago
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C) About $85

Step-by-step explanation:

Please consider the complete question.

Carl puts $1.10 in his penny bank every day in the month of July (31 days). His total saving at the end of June is $55.00. What is the best estimate at the end of July?

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B) about $115

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D) about $66

First of all, we will round $1.10 to nearest whole number and round 31 to nearest tens as:

\$1.10\approx \$1

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So amount saved in 30 days would be 30 times $1.

\text{Savings in 30 days}=\$1\times 30

\text{Savings in 30 days}=\$30

Carl's savings at the end of July would be amount saved in June plus amount saved in July that is \$55+\$30=\$85

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3 years ago
I need 7/5 renamed to a fraction​
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g (f(2)) = 3

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3 years ago
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3x,3x+8,x^{2} ,x^{2}+6,4^{x} ,4^{x}+3,

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We have to arrange the functions given in ascending order which have eventually the least value and eventually the greatest value.

So, we get the following table representing the values of the functions for different values of x.

x                    :     5                   10                   15

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