Question

Один із суміжних кутів на 36° менший від другого. Яка градусна міра більшого з цих кутів?​

Answer 1

Ответ:

108°

Объяснение:

Сума суміжних кутів дорівнює 180°;

Нехай більший кут - х, тоді менший    х-36

х+(х-36)=180

х+х-36=180

2х=180+36

2х=216

х=216:2

х=108°   - більший кут

Answer 2

Finding the Angle Measures

To find the degree measure of the larger angle, we need to set up an equation based on the given information. Let's assume that the larger angle is represented by x degrees.

According to the problem, one of the adjacent angles is 36 degrees smaller than the other. So, we can represent the smaller angle as (x - 36) degrees.

Now, we can set up the equation:

x = (x - 36) + 36

Simplifying the equation:

x = x - 36 + 36

The x on both sides of the equation cancels out, leaving us with:

x = x

This equation tells us that the value of x is equal to itself, which means that any value of x would satisfy this equation. Therefore, we cannot determine the exact degree measure of the larger angle based on the given information alone.

In conclusion, we cannot determine the degree measure of the larger angle without additional information.