Advertisements
Advertisements
Question
Name the greatest and the smallest sides in the following triangles:
ΔABC, ∠ = 56°, ∠B = 64° and ∠C = 60°.
Advertisements
Solution
In the given ΔABC the greatest angle is ∠B and
the opposite side to the ∠B is AC.
Hence, the greatest side is AC.
The smallest angle in the ΔABC is ∠A and the
opposite side to the ∠A is BC.
Hence, the smallest side is BC.
RELATED QUESTIONS
Show that in a right angled triangle, the hypotenuse is the longest side.
In the given figure, PR > PQ and PS bisects ∠QPR. Prove that ∠PSR >∠PSQ.

How had the position of women improved in our country since independence ? Explain with examples.
In a triangle PQR; QR = PR and ∠P = 36o. Which is the largest side of the triangle?
Arrange the sides of the following triangles in an ascending order:
ΔABC, ∠A = 45°, ∠B = 65°.
In the given figure, ∠QPR = 50° and ∠PQR = 60°. Show that : PN < RN
In ΔPQR, PS ⊥ QR ; prove that: PQ > QS and PQ > PS
In ΔPQR, PS ⊥ QR ; prove that: PQ + PR > QR and PQ + QR >2PS.
In the given figure, T is a point on the side PR of an equilateral triangle PQR. Show that RT < QT
Prove that in an isosceles triangle any of its equal sides is greater than the straight line joining the vertex to any point on the base of the triangle.
