Question

Один из смежных углов в 5 раз меньше другого . найдите эти углы

Answer 1

Пусть один угол-х, тогда второй угол 5х. Сумма смежных углов 180. составим уравнение.
х+5х=180
6х=180
х=180/6
х=30 один из углов

30*5=150 второй угол

Answer 2

Finding the Angles

To find the angles, we can use the information provided in the search results. According to the search snippet from Source one of the angles is 30 degrees, and the other angle is 150 degrees.

Therefore, one angle is 30 degrees and the other angle is 150 degrees. This satisfies the condition that one angle is 5 times smaller than the other.

This information is supported by the search snippet from Source - "5x = 180" - "6x = 180" - "x = 180/6 = 30" - "5x = 30*5 = 150"

This confirms that one angle is 30 degrees and the other angle is 150 degrees.