If the angles `(2x-10)^@` and `(x-5)^@` are complementary angles, find `x.`

If the angles (2x-10)^0 and (x-5)^0 are complementary angles, find xdot

If the angles (2x-10)^(0) and (x-5)^(0) are complementary angles,find x.

Find the values of x for which the angles (2x-5)^(@) and (x-10)^(@) are the complementary angles.

If (7x + 5)^@ and (x +5)^@ are complementary angles, then find value of x. Options are (a) 10 (b) 20 (c) 30 (d) 40.

In the figure angleA and angle Q are complementary angles find the value of x

If the supplementary angle of x is 4 times its complementary angle , then find x.

In a triangle, the angles are 2x^@,(x+30)^@ and (x-10)^@ . Then Find the Angles.

If two complementary angles are (x-3) and (x+7) ,find the angles