Question

Найти углы параллелограмма,если один угол больше другого на 34 градуса

Answer 1

2x+34=180
2x=180-34
2x=146
x=73 второй угол= 73+34=107

Answer 2

Finding the Angles of a Parallelogram

To find the angles of a parallelogram when one angle is larger than the other by 34 degrees, we can use the properties of parallelograms.

Let's denote the larger angle as A and the smaller angle as B.

According to the properties of parallelograms, opposite angles are congruent. Therefore, angle A is congruent to angle opposite to B, and angle B is congruent to the angle opposite to A.

Since angle A is larger than angle B by 34 degrees, we can express this relationship as:

A = B + 34

Similarly, we can express the relationship between the angle opposite to A and the angle opposite to B:

angle opposite to A = angle opposite to B + 34

Now, let's solve these equations to find the values of the angles.

Using the first equation, we can substitute B + 34 for A in the second equation:

**angle opposite to B + 34 = angle opposite to B + 34 +