In a paralleogram ABCD m angle a m angle b 1:4 find all the angles
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In the parallelogram ABCD-
A+B = 180 (Since, adjacent angles in a parallelogram are supplementary.)
Let measure of B be 'x'
or, x + 3x = 180
or, 4x = 180
or, x= 180/4
or x= 45
B= x = 45
A= 3x = 3*45= 135
C=A (since, opposite angles in a parallelogram are equal)
C= 135
D=B (since, opposite angles in a parallelogram are equal)
D= 45
:. The measure of the anges of the parallelogram ABCD are:
A= 135
B= 45
C= 135
D= 45
A+B = 180 (Since, adjacent angles in a parallelogram are supplementary.)
Let measure of B be 'x'
or, x + 3x = 180
or, 4x = 180
or, x= 180/4
or x= 45
B= x = 45
A= 3x = 3*45= 135
C=A (since, opposite angles in a parallelogram are equal)
C= 135
D=B (since, opposite angles in a parallelogram are equal)
D= 45
:. The measure of the anges of the parallelogram ABCD are:
A= 135
B= 45
C= 135
D= 45
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