If M&m are maximum and minimum values of f(x), then thier arithmetic mean is equal to
If M&m are maximum and minimum values of f(x), then thier arithmetic mean is equal to
solve for x
Solve for x: sin (inverse) x + sin (inverse) 2x = pi/3 [ sin (inverse) refers to the inverse function of sine. Also written as sin^-1 ]
Find the formula for the inverse of the function.\\ f(x)=(1+ex)/(1-ex•) f-1(x)=
I dont get how to do this, the problme is sinx=.3 you have to take the inverse of n.3 and you get .305 (round) but the i dont know where to go from there, you need 2 solutions and .305...
please answer, i dont understand how to go about this problem.
Simplify. Please i need help! p- stands for Pi (radians). and yeah, its like this (a.cosx - b.sinx) / (b.cosx + a.sinx). Amd Tan^(-1) stands for the tangent inverse (tan inverse). We need...