Calculate the angles marked with small letters in the following diagram-

Question

Toppr Admin · Accepted Answer

In Rhombus the diagonals bisects the angles-xA0-and adjacent angle sum up to give 180-x2220-p-x2220-Q-18034-x-90x-90-x2212-34-56In Rhombus opposite angle are equal-x2220-Q-angleSx-y-56

Calculate the angles marked with small letters in the following diagram.

In Rhombus the diagonals bisects the angles
and adjacent angle sum up to give $180$
$∠ p + ∠ Q = 180 34 + x = 90 x = 90 - 34 = 56$
In Rhombus opposite angle are equal
$∠ Q = a n g l e S x = y = 56$

Calculate the angles marked with small letters in the following diagram.

In Rhombus the diagonals bisects the angles and adjacent angle sum up to give 180∠p+∠Q=18034+x=90x=90−34=56In Rhombus opposite angle are equal∠Q=angleSx=y=56

In Rhombus the diagonals bisects the angles
and adjacent angle sum up to give $180$
$∠ p + ∠ Q = 180 34 + x = 90 x = 90 - 34 = 56$
In Rhombus opposite angle are equal
$∠ Q = a n g l e S x = y = 56$