Find the value of a and b that would make the quadrilateral, a parallelogram
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Answer:
Value of a and b are 13.5 and 25.6 respectively.
Step-by-step explanation:
If the given quadilateral is parallelogram;
then,
by laws of parellel lines,
Sum of adjaecent angles= 180
so, (4a-8)+(8a-10)= 180
a= 13.5
Again,
(4a-8)+(5b+6)= 180
(4×13.5-8)+(5b+6)= 180
5b+6= 180-46= 134
5b= 134-6= 128
b= 128/5= 25.6
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