Question

Прямые а и b параллельны, c-секущая. Разность двух углов, образованных этими прямыми равна 150 градусов. Чему равно отношение большего из этих углов к меньшему? Мне очень надо.

Answer 1

Один угол х второй х+150   х+х+150=180  2х=30  х=15  
другой угол 15+150=165
отношение 165/15=11

Answer 2

Problem Analysis

We are given that two lines, a and b, are parallel, and line c is a transversal. The difference between the two angles formed by these lines is 150 degrees. We need to find the ratio of the larger angle to the smaller angle.

Solution

Let's assume that the two angles formed by lines a and b are x and y, with x being the larger angle. We are given that the difference between these angles is 150 degrees. Therefore, we can write the equation:

x - y = 150

To find the ratio of the larger angle to the smaller angle, we need to divide the larger angle by the smaller angle. So the ratio is:

Ratio = x / y

To solve for x and y, we need more information. Unfortunately, the search results provided do not contain any relevant information to solve this specific problem. Therefore, we cannot provide a specific numerical answer without additional information.

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