Question

Что больше, длина большой полуокружности или сумма длин трех маленьких полуокружностей?

Answer 1

Я думаю скорее всего маельних окружностей.

Answer 2

Длина большой полуокружности равна сумме длин трех маленьких полуокружностей.

 

 

Answer 3

Comparison of the Lengths of a Large Semi-Circle and Three Small Semi-Circles

To compare the lengths of a large semi-circle and the sum of the lengths of three small semi-circles, we need to consider the formulas for calculating the lengths of semi-circles.

The formula for the length of a semi-circle is given by L = πr, where L is the length and r is the radius of the semi-circle.

Let's denote the radius of the large semi-circle as R and the radii of the three small semi-circles as r1, r2, and r3.

The length of the large semi-circle is given by L1 = πR.

The sum of the lengths of the three small semi-circles is given by L2 = πr1 + πr2 + πr3.

To determine which is greater, we need to compare L1 and L2.

Calculation and Comparison

Unfortunately, the search results provided by You.com do not contain the specific values of the radii or any other relevant information to calculate the lengths of the semi-circles. Therefore, without specific values, it is not possible to determine which is greater: the length of the large semi-circle or the sum of the lengths of the three small semi-circles.

If you have specific values for the radii, please provide them, and I will be happy to assist you further in calculating and comparing the lengths.