May 25, 2018 · x=2/3*pi writing your equation in the form csc(x)(3cot^2(x)-1)=0 so we get csc(x)=0 or cot(x)=pm1/sqrt(3)

Neither this integral calculator nor Wolfram Alpha can find the antiderivative to this function. I doubt it can be expressed with any elementary or nonstandard functions we've defined.

Please see below. Find f' (x) if f (x)= (sinxsecx)/ (1+x tan x) There are several ways to proceed. Here is the one I prefer. f (x)= (sinxsecx)/ (1+x tan x) = tanx/ (1+xtanx) Multiply numerator and …

# \ \ \ \ \ = {2xycot (x-y)csc^2 (x-y) - ycot^2 (x-y)}/ {2xycot (x-y)csc^2 (x-y) + xcot^2 (x-y)}# Here we get an immediate implicit function for the derivative, so here if you are familiar with partial …

Explanation: Follow nesting from innermost (). inverse csc (2 #sqrt3/3#) = 2 #sqrt3/3# cos2 #sqrt3/3# =sin (#pi/2-# 2 #sqrt3/3#) inverse sin of sin. operation gives the operand #pi/2-# 2 …

Help? How to find these type of question easily, without using L-hopitals rule? What's the integral of #int cos^2 (x) tan^3 (x) dx#? What is multivariable calculus? If csc (ϴ) = 6, find the exact …

What is the integral of 2xe^x? Find the number or numbers such that the square of five less than the number is 24? Use the second fundamental theorem of calculus to calculate #F (x)=int_ …

A triangle has sides A, B, and C. Sides A and B have lengths of 5 and 9, respectively. The angle between A and C is # (19pi)/24# and the angle between B and C is # (pi)/8#. What is the area …

How would you find this integral using u substitution? How do you find the other trigonometric functions given #sinx=3/5, cosx=4/5#? A polynomial function #f (x)# with integer coefficients …

2/21 (7-3csc^2theta)csc^ (3/2)theta+C intcot^3thetacsc^ (3/2)thetad theta Rearranging: =intcotthetacot^2thetacscthetacsc^ (1/2)thetad theta Using cot^2theta=csc^2theta-1: =int …