In the given figure, PQ=QR, ∠QPR = 48°, ∠SRP = 18°, then find the ∠QRS & ∠PQR.

Angle Sum Property of Triangle, Exterior Angle Theorem for Triangle, Isosceles Triangle Property of Equal Angles | PadhAiPro

Question

TextAngle Sum Property of TriangleExterior Angle Theorem for TriangleIsosceles Triangle Property of Equal AnglesCBSE PYQ

Similar Questions

In the figure, ∠ABC = 95°, ∠ACB = 35°. Find ∠BDC.

TextAngle Sum Property of TriangleAngles in Same Segment are Equal

If ABC is an isosceles triangle with AB=AC. BD and CE are two medians of the triangle. Prove that BD=CE.

TextCongruence of Triangles

Isosceles Triangle Property of Equal Angles

An exterior angle of a triangle is 105° and its two interior opposite angles are equal. Each of these equal angles is

MCQ (Single)Exterior Angle Theorem for Triangle

In a forest, a big tree got broken due to heavy rain and wind, Due to this rain the big branches AB and AC with lengths 5 m fell down on the ground. Branch AC makes an angle of 30° with the main tree AP. The distance of Point B from P is 4 m. You can observe that △ABP is congruent to △ACP.

CASE_STUDIESAngle Sum Property of TriangleCongruence of TrianglesRHS Congruence Rule for Right Triangles

In fig ABCD is a parallelogram. If ∠DAB = 60° and ∠DBC = 80° then ∠CDB is

MCQ (Single)Angle Sum Property of TriangleOpposite Angles of Parallelogram are Equal

BE and CF are two equal altitudes of a triangle ABC. Using RHS congruence rule, prove that the triangle ABC is isosceles.

TextIsosceles Triangle Property of Equal AnglesRHS Congruence Rule for Right Triangles