Question

на сколько градусов 1/6 часть прямого угла меньше 1/9 части развёрнутого угла? Сколько градусов составляет сумма 1/5 части прямого угла и 1/6 части развёрнутого угла?​

Answer 1

Ответ:

Пошаговое объяснение:

90° * 1/6 =15°

180° * 1/9 = 20°

20°-15° = 5° на столько градусов 1/6 часть прямого угла меньше 1/9 части развёрнутого угла

90° * 1/5 = 16°

180° * 1/6 = 30°

30°+ 16° = 46° сумма 1/5 части прямого угла и 1/6 части развёрнутого угла

Answer 2

Ответ:

90° * 1/6=15°

180° * 1/9 =20°

20°-15°=5°

90° * 1/5=16°

180° * 1/6=30°

30°+16°=46°

Answer 3

Calculation of the Angle Difference

To determine the difference between 1/6 of a right angle and 1/9 of a full angle, we need to first establish the values of a right angle and a full angle.

A right angle is defined as 90 degrees, while a full angle (also known as a complete angle or a revolution) is defined as 360 degrees.

Now, let's calculate the difference between 1/6 of a right angle and 1/9 of a full angle:

1/6 of a right angle = (1/6) * 90 degrees = 15 degrees

1/9 of a full angle = (1/9) * 360 degrees = 40 degrees

To find the difference, we subtract the value of 1/9 of a full angle from 1/6 of a right angle:

15 degrees - 40 degrees = -25 degrees

Therefore, 1/6 of a right angle is 25 degrees less than 1/9 of a full angle.

Calculation of the Sum of Angle Parts

To calculate the sum of 1/5 of a right angle and 1/6 of a full angle, we need to determine the values of a right angle and a full angle.

A right angle is 90 degrees, and a full angle is 360 degrees.

Now, let's calculate the sum of 1/5 of a right angle and 1/6 of a full angle:

1/5 of a right angle = (1/5) * 90 degrees = 18 degrees

1/6 of a full angle = (1/6) * 360 degrees = 60 degrees

To find the sum, we add the value of 1/5 of a right angle to 1/6 of a full angle:

18 degrees + 60 degrees = 78 degrees

Therefore, the sum of 1/5 of a right angle and 1/6 of a full angle is 78 degrees.

Note: The sources provided did not directly answer the specific question about the angle calculations. The calculations were performed based on the known definitions of a right angle and a full angle.