Question

дан угол KOM равный 148°, через вершину О проведен перпендикуляр ОЕ к стороне ОМ, какой может быть величина угла КОЕ?​

Answer 1

Перпендикуляр 90 градусов, из 148 вычитаем 90 остаётся 58, это и является углом КОЕ

Answer 2

Given Information:

We are given that angle KOM is equal to 148° and a perpendicular OE is drawn through vertex O to side OM. We need to find the measure of angle KOE.

Solution:

To find the measure of angle KOE, we can use the fact that the sum of the angles in a triangle is 180°. Since angle KOM is 148°, we can subtract this angle from 180° to find the measure of angle KOE.

Angle KOE = 180° - Angle KOM

Substituting the given value, we have:

Angle KOE = 180° - 148°

Calculating the value:

Angle KOE = 32°

Therefore, the measure of angle KOE is 32°.