1. Find the derivitive of 3x^2tan(x)/(sec(x))
I put ((6xtan(x))+sec^2(x)3x^2(sec(x))-(sec(x)tan(x))(3x^2tan(x)))/(sec^2(x))
Not sure where I messed up...
2. (1 pt) If a projectile is fired from ground level with initial velocity of 3775 ft/sec and an inclination angle , and if air resistance can be ignored, then its range---the horizontal distance it travels---is about R=(1/16)02sincos
feet. What value of (in radians) maximizes the range?
I do not know how to do this problem..