In triangle `A B C` , if angle is `90^0` and the area of triangle is `30^0s qdot` units, then the minimum possible value of the hypotenuse `c` is equal to `30sqrt(2)` (b) `60sqrt(2)` (c) `120sqrt(2)` (d) `2sqrt(30)`

In triangleABC, if a=2, B=120^(@), C=30^(@) , then the area of triangle is

In triangle ABC, b=sqrt3 c=1 and angleA=30^(@) then the measure of the largest angle of the triangle,is

If in a triangle ABC,/_A=30^(@) and the area of triangle (sqrt(3)a^(2))/(4), then prove that either B=4C or C=4B

In a triangle ABC,a/b=2+sqrt(3) and /_C=60^(@) then angle A and B is

In a DeltaABC , if a = 40, c=40sqrt(3) and B=30^(@) , then the triangle is

In a triangle A B C , a line X Y is drawn parallel to B C meeting A B in X and A C in Y . The area of the triangle A X Y is half of the area of the triangle A B C . X Y divides A B in the ratio of 1 :sqrt(2) (b) sqrt(2) :(sqrt(2)-1) (c) 1 :(sqrt(2)-1) (d) sqrt(2) :sqrt(3)

If in a triangle ABC,b=sqrt(3),c=1 and B-C-90^(0), then angle A is

In a triangle ABC if 2a=sqrt(3)b+c , then possible relation is