Correct option is A.
Find the derivative of y with respect to the independent variable. Select one: A. g* *...
Use logarithmic differentiation to find the derivative of y with respect to the given independent variable. t 3 y= 19t + 1 =
10. Find the first derivative with respect to the independent variable for the following functions: (a) f(x) = sinh(4x) (b) g(t) = cosh(t) sinh(t). 1 - cosh(r) (c) h(r) = 1 + cosh(r) (d) F(X) = tanh(e). (e) y = sinh--(VT). (Hint: Apply implicit differentiation to sinh(y) = VT.) 11. Use appropriate hyperbolic function substitutions to evaluate the following indef- inite integrals: dc (a) /+) Ke-10) (e)/() dx (b) dar James G., Modern Engineering Mathematics (5th ed.) 2015.: Exercise set...
Find the derivative of y with respect to t Find the derivative of y with respect to x for y sinh (95x) The derivative of y with respect to x for y- sinh 1 (95x) is (Simplify your answer.)
10. Find the first derivative with respect to the independent variable for the following functions: (a) dr = 4cosh(41). (b)-=cos㎡(t) + sinh2(t) = cosh(2t) (c) (d) …-=e"sech"(ex). dt dh dr dF -2sinh(r) (cosh(r) + 1,- = dy
Use logarithmic differentiation to find the derivative of the function. y = 6 Select one: a. y' = 6x®(6 Inx+1) b.y' = -6x®*(Inx+6) о C. y' = 6(Inx+1) d. None of these e. y' = 6x®* (In x + 1) f. y' = x* (In 6x + 1) o
Find the derivative of y with respect to x, t, or e, as appropriate. y = xnx - 1/2 x 3 0 7x5 x2 O x5-x² + 6x ln x O 6x5-x² Oxnx-x² + 6x5
Find the derivative of y with respect to x. y = -cos-1
Please answer with work
Find the derivative of y with respect to x. 3) y = -cot-1 6x 3) 7 49 6 42 -42 A) B) C) D) 36x2 + 49 49 - 36x2 36x2 + 49 36x2 + 49
(3) Practice Math (a) Find the partial derivative of CAť)(yb) with respect to x ( yb) = a In x + blny (c) Take the derivative of f(x)-h(x)g(x) with respect to r (d) What is the partial derivative of y-kθη1-9 with respect to k (e) Solve for N when No-1 (f) What is the partial derivative of In(w + 2N) with respect to N b) Show that Tn (Ta 01-0
Find the derivative of y with respect to x. y = (x* In x)