Construct a quadrilateral MNOP in which NO = MN = 4.2 cm, OP = PM = 5.2 cm, and ∠NOP = 75°. Also construct the ΔPQO which is equal in area to the quadrilateral MNOP.
In the given figure, EF//GH, EI//FG and FJ//GI, then prove that:
In triangle ΔDEF, DE = 12√3 cm, ∠DEF = 60° and the area of ΔDEF is 36 sq cm, find the measurement of EF.
In the given figure, X is the center of the circle, AB and AC are two tangents to the circle. If angle ∠BAC = 105°, find the value of ∠BAC
In the given figure, M is the center of the circle. If ∠GEF = 2x° and ∠EGF = 3x°, find the value of ∠FGH.
In the given figure, WXYZ is a parallelogram. If ∠XAY (angle XAY) = 90°, AY = 8 cm and the area of parallelogram WXYZ is 64 sq. cm, find the length of AX.
If the volume of a hemisphere is 486π cubic cm, then find its radius.
Find the area of triangle MNO in the given figure
Write the relation between opposite angles of a cyclic quadrilateral.
Write down the relation between the area of rectangle and triangle standing on bases MN and between the parallel lines MN and AB.
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