uppose f(4) f'(4) g(4) 4 -7 g'(4) = -8 and that f'(x), g'(z) are continuous for all . (f(z)-4)² lim z++4 (g(z)+7)² O Cannot Be Determined
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![Suppose
f(4) = 4
f'(4)
-1
g(4)
-7
g'(4)
-8
and that f'(x), g'(x) are continuous for all z.
(f(x) - 4)²
lim
z+4 (g(z)+7)²
Cannot Be Determined](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc28801d2-5244-43a8-94e3-88d6acce7d2a%2F5e5f9ff2-c7a3-4554-ac50-0eb3051b4dff%2Fcx0lm3j_processed.png&w=3840&q=75)
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- Find f'(x) and simplify. x²+2 7x-8 f(x) = Which of the following shows the correct application of the quotient rule? O A. O B. O C. O D. f'(x) = (7x-8)(2x) - (x²+2) (7) [x² +2]² (7x-8)(2x) - (x²+2) (7) [7x − 8]² (x²+2) (7)-(7x-8)(2x) [x²+2]² (x² + 2) (7) − (7x − 8)(2x) [7x-8]²Let f(x) = (3x + 7)(3x2 + 2)8. Compute f'(x).Differentiate. Find f'(t) for f(x) O 17 (2x-7)² O (2x-7)2 O 17 (3x - 2)2 (3x - 2) wwwww. 3x-21
- Let f (**= (x)+f(9)for real values of x and y. Iff '(0) exist %3D 2 and equals -1 and f(0) = 1, then f '(2) is equal to-Let f(x) = (x – 8)² + 4, x > 8. Determine f(x). - f-'(x)Use the graph of f(x) to find the interval where f''(x) > 0. -5 -4 -3 -2 -1 3- 2- 2 -3₂ 4 T 5 A. (0,3) B. (-3,00) C. (0,00) D. (-3,3)
- Find f'(x) and simplify. x²+2 7x-9 f(x) = Which of the following shows the correct application of the quotient rule? O A. O B. O C. O D. f'(x) = (x² + 2) (7) − (7x − 9)(2x) [x²+2]² (7x-9)(2x) - (x²+2) (7) [7x-91² (x² + 2) (7) − (7x − 9)(2x) [7x-9]² (7x-9)(2x) - (x²+2) (7) [x²+2]²Find the derivative of f(x) = (6x² + 6x – 4)arctan x 12x+6 бх2+бх-4 1 (6x2 + 6x – 4)aretan x In(arctan(x))- + In(6x? + 6x – 4): arctan x 1+x2Find the f'(x) of f(x) = -2x³ + x⁴ + 2 over 3