Question

Найдите внутренние односторонние углы, образованные при пересечений двух параллельных прямых секущей, если известно, что один из них в 15 раз больше другого

Answer 1

Сумма односторонних углов равна 180. Пусть один угол=х, второй = у. Из условия получаем, что х=15у
15у+у=180
16у=180
у=11,25
х=168,75
Ответ: 11,25 и 168,75

Answer 2

Finding Internal Angles Formed by Intersecting Parallel Lines

When two parallel lines are intersected by a transversal, the internal angles formed have a specific relationship. Let's denote the smaller angle as x and the larger angle as 15x.

The relationship between the internal angles formed by intersecting parallel lines can be expressed as follows:

The smaller angle (x) and the larger angle (15x) are in a ratio of 1:15.

This means that the larger angle is 15 times the measure of the smaller angle.

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