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can you do 4, 5, and 6 please
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- FIND THE SECOND DERIVATIVE OF THE FF IN ITS SIMPLIFIED FORM ( 1. y = Arctan√3x−4/4 2. y = 2 Arccos ( 1 -x/2) + √4x − x2 3. y = ln (x3(x−1)/(x−2)^2) 4. y =e^3x−e^−3x/e^3x+e^−3x 5. x =t/t−1, y =t2/t2−1Find the second derivative, d^2y / dx^2, where y is defined as a function of x implicitly by the equation below. x^4 + y^4 = 3 Thank youHow would I solve to show that the derivative of KE is F’(t)v(t)