Question
The dimensions of a rectangular park are 54 meters in
length and 'b' meters in breadth. Given that the perimeter of the park is 168 meters, determine the area of a square field where each side measures 'b' meters.Solution
ATQ; 2 × (54 + b) = 168 Or. 54 + b = 84 Or, b = 84 – 54 = 30 So, area of square field = 30 × 30 = 900 m2
What is the value of sin(B – C) cos(A – D) + sin(A – B) cos(C – D) + sin(C – A) cos(B – D)?
If sec²x + csc²x = 10, find the value of tan²x + cot²x.
If A lies in the first quadrant and 6 tan A = 5, then the value of 8 sin A−4 cos A / cos A+2 sin A is :
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sin2 4˚ + sin2 6˚ + sin2 8˚ + sin2 10˚ + ……… + sin2 86˚ =?
if 7 sin 2 x + 2 cos 2 x = 4  then find tan x

If sin 23° = `12/13` , then tan 67° = ?
...The angle of elevation of the top of a 70 feet tall tower from the initial position of a person on the ground was 30°. She walked towards the tower in ...

Take θ = 450