x++2/3x2 + 4 = 0 O a. Vācis 70°, Vācis2600 b. Vācis70°, cis100°, cis260°, cis280° OC...
Solve the equation. Leave your solution in trigonometric form. x – 2x²+4=0 O a. Vācis 150°, Vācis330° O b. V2 cis25°, 72 cis155°, 72 cis215°, Vācis325° Oc. V2 cis30°, Vācis 150°, VZ cis210°, Vācis330° O d. 2 cis30°, Vācis210° O e.V2 cis25°, VZ cis215° QUESTION 5 Find the 4 fourth roots of 10 z=cos 9 +isin 1077 9 1677 O a, cis cis ST 71 2377 cis cis 18 18 77 2377 cis 36 18 36 137 317 49 57...
Question 8 f(x) = 3x2 + 2 Find f'(x). 0 sqrt(6x) O (3x^2 + 2)^3/2 O 1/sqrt(3x^2 + 2) O 3x/sqrt(3x^2 + 2)
f(x+h)-f(x) Find if f(x)=3x2 + 5x-18 h O A. 6x+5-3h 0 B. 6x +5+h 0 C. 6x+5 O D. 6x + 5+ 3h
Orthogonally diagonalize A as PDPT A = O a. 1 V2 2 P= 0-102 2 2 b. 12 P = o=[6] -4 0 06 √ √2 OC. 2 V2 -60 P= D = 0 4 2 V2 002-[17] -[8] D- [8 ] Oe. P = 2 V2 Of. 2 2 P= p=[6 -] 1 1 2 2
Let h(x) = 2x– px?- 4. Find h( - x). O A. 2x-V2-4 O B. -2x-14-x? Oc. - 2x + x² - 4 OD. -2x-172-4
S 3x2/8 if 0 < x < 2 f(x) = { 0 otherwise is a probability density function. (a) What is F(x), the associated cdf? (6) What is F-1(x)? et U ~ . Use a random number generator to generate ten observations of U. (d) If X is a random variable with pdf f, use your answer to (c) to generate ten observations of X.
The function f that satisfies f'(x) = 3x2 +1, f(2)=5 is Select one: a. f(2)=23+ O b. f(x) = 2 + 1 - 5 O c. f(x)=x3 ++2 d. f(x) = 3x2 – 7 O e. None of these. Let f(2) be a function that is continuous on 1, 7] with f(1) =3 and f(7) = 9. Then the Intermediate Value Theorem guarantees that Select one: O a. f'(2)=1 has at least on solution in the open interval (1,7). O...
The double bonds in this unsaturated triglyceride are: O = 0 O = 0 O = CH2-06 OA) both cis OB) both trans OC) cis and trans O D) neither cis nor trans
Find the ABSOLUTE MAXIMUM value of the function f(x) = – x3 + 3x2 - 4 on the closed interval [ – 2,1]. 1A - 4 B. o C-1 D. -2 E 16
Graph: 4) f) 31+ 2 5) f(x)-x-3x2-4x +6
Graph: 4) f) 31+ 2 5) f(x)-x-3x2-4x +6