f(x) = 1/x , x ≠ 0
f2(x) = x
f3(x) = 1/x
f999(x) = ?
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(1 point) Find the linearization of f(x) = V3x + 5 at the point x = 1. L(x) = 10+8% Preview My Answers Subraut Answers Your score was recorded. You have attempted this problem 4 times. You received a score of 0% for this attempt. Your overall recorded score is 0%. You have 2 attempts remaining. MacBook 금이 F3 888 F4 she 76 Du F2 F5 86 99 VB A ) # 3 $ 4 % 5 & 7 2...
For the following one-to-one function, find the equation of the inverse. f(x) = 26 - 3 f-'() Preview TIP Enter your answer as an expression. Example: 3x^2+1, x/5, (a+b)/ Be sure your variables match those in the question Get Help: Video eBook Points possible: 5 This is attempt 2 of 5. Score on last attempt: 0. Score in gradebook: 0 Submit DO 80 F3 000 F4 DU FB F5 F6 F2 F A $ & l 9 4 5 6...
23. Compute if x1=2, x2=5 and x3=0. 24. Compute ∑ i = 1 3 x i f i if x1=1, x2=3, x3=4 and f1=f2=2, f3=5. 25. Compute if x1=1, x2=3, x3=4 and f1=f2=2, f3=5.
(7) In this problem let X denote the vector space C(0, 1) with the sup norm. (a) Given f e X, define d(f) = f2. : X → X is differentiable, and Prove that φ find φ'(f). (b) Given f e X, define 9(f) = J0 [f(t)]2dt. Prove that Ψ : X → R is differentiable. and find Ψ(f).
(7) In this problem let X denote the vector space C(0, 1) with the sup norm. (a) Given f e X,...
3. (10 points) Let F denote the vector space of functions f: R + R over the field R. Consider the functions fi, f2. f3 E F given by f1(x) = 24/3, f2() = 2x In(9), f() = 37*+42 Determine whether {f1, f2, f3} is linearly dependent or linearly independent, and provide a proof of your answer.
do 11.3 please
Example 11.2b Let us reconsider Example 11.2a, where we have 5 to invest among three projects whose return functions are f(x) = 2x . 1+x f(x) = 10( I-e-x). Let xi (j) denote the optimal amount to invest in project 1 when we have maxlfi(l), f2(1), f3(1))-max(5, 1632 6.32, a total of j to invest. Because we see that Xi(1)=0, X2(I) = 0, x3(1)=1. Since max(f(xdl) + I)-f(xdl)) = max(5, I, 8.65-6.32) = 5. we have X1(2)...
(1 point) Calculate the Wronskian for the following set of functions: f1(x) = 0, f2(2) = 2.c +5, f3(2) = 1e" + b W(fi(2), f2(2), f3()) NO_ANSWER 1. Is the above set of functions linearly independent or dependent?
Three different forces act on an object. They are:→F1=<5,3>F→1=<5,3>→F2=<−6,−4>F→2=<-6,-4>→F3=<−1,8>F→3=<-1,8>Find the net force FnetFnet on the object (the sum of the forces) and Find what fourth force, F4F4 would need to be added so the object feels no force, that is, so Fnet=0
Suppose that F1 = 400 N.Part A Determine the magnitude of the resultant F'=F1 + F2. Part B Determine the direction of the resultant force F'=F1 + F2, measured counterclockwise from the positive x axis. Part C Determine the magnitude of the resultant force FR = F1 + F2 + F3. Part D Determine the direction of the resultant force FR = F1 + F2 + F3. measured counterclockwise from the positive x axis.
(Part b) Write the vector sum F1+F2 +F3 in terms of the unit vectors i and j. Use Fi = Fi), F, = |F2), and F3 = |F3| to be the magnitude of the vectors Fi, F2, and F3, respectively. Drag the appropriate terms to construct the correct expression. Pay attention to the difference between a and in the trigonometric functions. Ē + F2 + Fz (F1 + F2 + F3 + + F2 + F3 · α E +X...