tan(arcsin(x)) =
A1/x
Bx/sqrt(1-x²)
Csqrt(1-x²)/x
Dx²
Answer & Solution
Correct answer: B. x/sqrt(1-x²)
θ = arcsin(x), sin θ = x.
**Right triangle:** opposite = x, hypotenuse = 1, adjacent = sqrt(1-x²). tan θ = x/sqrt(1-x²).
Keep practising Linear Programming
Browse all Linear Programming questions for AP Intermediate 2nd Year, or explore more Mathematics topics.
Related questions
Linear programming problems seek to maximise or:If the feasible region is unbounded, an optimum may:Linear programming numbersFeasible or infeasible?If the feasible region R is bounded, Z has:The optimal value of Z occurs at which points of the region?Linear programming problems here are solved by which method?Points within and on the boundary of the feasible region are: