Mathematics: If a point is selected at random in the interior of a circle, find the probability that the point is closer to the center than to the circle.

If a point is selected at random in the interior

Ответ:

andrewjschoon2876

01.01.2022

If a point is selected randomly in the interior of a circle, the probability that the point is closer to the center than to the circle would be probably located at the area where the inner circle is or will be found.

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Ответ:

HealTheWorld

13.02.2021

Mathematics

the next term is -7, they subtracted 3

Step-by-step explanation:

I found the difference between 5 and 2

1) 5-3=2

2)2-3=-1

3)-1-3=-4

4) -4-3=-7

They each subtract 3

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If a point is selected at random in the interior of a circle, find the probability that the point is closer to the center than to the circle.

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