Question

СРОЧНО ОЧЕНЬ СРОЧНО.кут B на 18 більший від кута А.Знайти кути паралелограма.

Answer 1

Кут А= 180-18=162, так як вони сусідні, отже кут С=162 так як він протилежній із кутом А. Кути С і D по 18 градусів

Answer 2

Finding the Angles of a Parallelogram

To find the angles of a parallelogram when angle B is 18 degrees greater than angle A, we can use the fact that opposite angles in a parallelogram are equal. Therefore, if angle B is 18 degrees greater than angle A, then angle D (opposite to angle B) will also be 18 degrees greater than angle C (opposite to angle A).

Let's denote: - Angle A as A - Angle B as B - Angle C as C - Angle D as D

Given that angle B is 18 degrees greater than angle A, we can express this relationship as: B = A + 18

Since opposite angles in a parallelogram are equal, we also have: C = A D = B

Now, we can use these relationships to find the angles of the parallelogram.

Calculating the Angles

Using the relationship B = A + 18, we can express angle D in terms of A: D = A + 18

Since opposite angles are equal, we also have: C = A D = B = A + 18

Therefore, the angles of the parallelogram are: - A - A - A + 18 - A + 18

So, the angles of the parallelogram are: - A - A - A + 18 - A + 18

This means that two adjacent angles are equal, and the other two adjacent angles are also equal.

I hope this helps! If you have further questions or need additional assistance, feel free to ask.