Question

В параллелограмме авсд угол а в 4 раза больше угла д найдите угол с РЕШИТЕ ПЛИИИЗ,СРОЧНО НАДО

Answer 1

В параллелограмме противоположные углы равны, <A =<C, <B = <D
Сумма углов прилежащих к одной стороне, равна 180 градусов.
Пусть Угол D=х градусов, тогда угол А равен 4х градусов.
<A+<B=180, так как они прилежат к одной стороне параллелограмма
<B=<D, так как они противоположные
Составим уравнение: 4х+х = 180
                                          5х=180
                                           х=36
Итак, <D=36 градусов,<A=4*36= 144 градуса, <C=<A = 144 градуса.

Answer 2

Finding the measure of angle C in parallelogram ABCD

To find the measure of angle C in parallelogram ABCD, we need to use the given information that angle A is four times larger than angle D.

Let's assume the measure of angle D is x degrees. According to the given information, angle A is four times larger than angle D, so angle A would be 4x degrees.

In a parallelogram, opposite angles are congruent, which means that angle A is congruent to angle C. Therefore, angle C would also measure 4x degrees.

So, the measure of angle C in parallelogram ABCD is 4x degrees.

Please note that the specific value of angle C cannot be determined without knowing the measure of angle D. If you have the measure of angle D, you can substitute it into the equation to find the measure of angle C.