Differentiate the function. F(t)= - +8t+5 - -5t + 10 F(t) =
Use the definition of the derivative to differentiate the following function: f(x) 1 x + 2
10. DETAILS HARMATHAPBR1 9.6.001.MI. Differentiate the function. f(x) = (2x - 5)35 F"(x) = 11. DETAILS HARMATHAPBR1 9.9.003. Cost is in dollars and x is the number of units. Find the marginal cost function MC for the given cost function. C(x) = 450 + 16x + x2 MC = 12. DETAILS HARMATHAPBR1 9.9.007. Cost, revenue, and profit are in dollars and x is the number of units. If the total profit function is P(x) = 2x - 15, find the...
Consider the function f(x)-e a. Differentiate the Taylor series about 0 of f(x). b. Identify the function represented by the differentiated series c. Give the interval of convergence of the power series for the derivative. a. Choose the correct answer belovw 213 Ос. D. 2 41 61 b. The function represented by the differentiated series is Iill c. The interval of convergence of the power series for the derivative is Simplify your answer. Type an inequality or a compound inequality...
# 2,3,4,7, 10,11,15,18) Differentiate the function: #2 f(x) = ln(22 + 1) #3 f@) = ln(cos) #4 f(x) = cos(In x) #7 f(x) = log2(1 – 3x) #10 f(t) = 1+Int #11 F(x) = In( 3+1") #18 y = (ln(1 + e*)] # 23) Find an equation of the tangent line to the curve y = In(x2 – 3) at the point (2,0). # 27, 31) Use the logarithmic differentiation to find the derivative of the function. # 27 y...
7. (10) If 1+ f(x) + x' [f(x)] = 0, and f(1) = 2, find f'(1). 8. (10) Differentiate the function 9. (10') Find an equation of the tangent line to the curve y=9-2x at the point (2,1) 7. (10) If 1+ f(x) + x' [f(x)] = 0, and f(1) = 2, find f'(1). 8. (10) Differentiate the function 9. (10') Find an equation of the tangent line to the curve y=9-2x at the point (2,1)
Differentiate the following function. f(x) =e 32 - 7x (e-3x2 +7x) = dx
MatlabMECE 2350 Numerical Methods Lab 8.1. Differentiate the following function: f(x) = ex -2x +1 and solve its first derivative atx = 8 2. Numerically evaluate the approximated first derivative from the above function at x = 8 and h = 0.15 by the following: (a) Forward finite difference method (b) Backward finite difference method (c) Centered finite difference method 3. Calculate the error of each method by comparing the numerical derivative with the result from problem 1.
f(x)=x. differentiate it.
QUESTION 1 [4] Differentiate the following function using first principles: f(x)=*+1 QUESTION 2 [6] Differentiate the following: 2.1 y = e-1 [1] 2.2 y = xê [1] 2.3 y = tx (1) 2.4 y = 2e* (1) 2.5 y = 2x2 – 3x3 [2]