Differentiate the function. 8 f(s) = (756 + 7)5 Step 1 Expand the equation. 8 f(s)...
-2x +1, if x s -1 For the function f(x)= 2,1. ifxs- 6. I. Evaluate: a) f(-2) b) f(-1) c) f(o) II. Graph the function f(x) 5 2 -3 -5 7. Expand the following logarithmic expression using the properties of the logarith Assume all variables are positive. In Ve , find sin θ and tan θ, where θ terminates in the third quadra If cos θ 8. -2x +1, if x s -1 For the function f(x)= 2,1. ifxs- 6....
Differentiate. #’s 1,3, and 5 please 5.S LALT 1-16 Differentiate 2. f(x) = x cos x + 2 tanx 1. f(x) = x2 sin x 3. f(x)ecos x 2 sec x 4. y csC x 6. g(0)= e'(tan 0 e) 5. y = sec 0 tan 0 cot t 5.S LALT 1-16 Differentiate 2. f(x) = x cos x + 2 tanx 1. f(x) = x2 sin x 3. f(x)ecos x 2 sec x 4. y csC x 6. g(0)=...
QUESTION 5 Differentiate the given function. f(t) = x31n 1+71 f'(t) = 21/31n 7 + 71 71+ 3 f'(t) = 2131n 7 + 71 77+ 3 2t 31n 7 + 77 f'(t) = f'(t) = 77+ 3 2 V3ln 7 + 77
Differentiate the given function K(X) = 5 (7x4- X+7)8
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)
1. (20pts=7+5+8) (a) Find the order of the zero z = 0 of the function f(3) = ** (e*- 1). (b) Let 2 denote the principal branch of z3. Can in power of z in the annular domain be expanded in Laurent's series ann (0;0, R) = {2 € C:0< |2|< R} for some R >0? (c) Find the Laurent series in powers of 2 (i.e., Zo=0) that represents the function f(3) = in the annular domain 1 < 121...
Differentiate the function ??(??) = ??4 ln(5??) + ln ( 3??+2 2??−3 ) 3x+2 Differentiate the function f(x) = x4 ln(5x) + In 2x-3 For full credit show each step. You do not need to simplify the answer. (10 points)
Can you show step by step calculation. Thank you Find the transfer function X (5) F(s) and X2() for the mechanical system below F(8) X (1) Ki = 4 N/m K2 = 5 N/m 0000 0000 tvi = 3 N-s/m My = 1 kg fv2 = 3 N-s/m fin 2 N-s/m M2 = 2 kg fv3 =
Differentiate the given function. f(t) = 247 [CLO 2.7 (12+72 - 2 + 7 2+7 - 2 + 7 (+2+7 -1 2+7
just step 3 and 4 X-1 II. For f(x) find: x+3 Step 1: Analyze f(x) 4. Domain 5. X-intercepts and y-intercepts (use calculator to approximate value. Round to two decimal places) 6. vertical and horizontal asymptotes (if exist) Step 2 Analyze f'(x) 6. critical points 7. intervals on which f(x) is increasing 8. intervals on which f(x) is decreasing 9. minimum, if exist 10. maximum, if exist Step 3 Analyze f"(x) 4. concavity upward 5. concavity downward 6. point(s) of...