Calculate the angle marked with small letters in the following diagrams.
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Step-by-step explanation:
diagonals of a rhombus bisect the opposite angels
THUS,angle P=68 degrees
angle P+ angle Q=180 degree [adjacent angle are supplementary]
angle Q=180-68
angle Q=112 degree
thus, angle x=0.5*angle Q
angle X=0.5*112
angle X=56 degree
angle S= angle Q [opposite angles are congruent]
thus,angle x=angle y [both are half of angle S and Q respectively]
thus,angle x=angle y=56 degrees
Mikshelsangma:
How comes ang.p=68°
angle p is bisected by the diagonal at vertex P one of the bisected angle's measure is 34 degree so angle P which is obviously twice of the angles form after it's bisection will be 68 degrees [34*2=68]
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