find the inverse for question 12 912) 12. h(2) 2x - +2 13. (c) = -...
2x + 6 15. Find the inverse of h(x) = = 16. If f(x) = 2x - 1 and g(x) = x2 - 2, find [g • f](x).
2) (12) f:R-(3/2)-R-10, (x) 1/(3 2x) g:R--21->R-1o), g (x)1/ (x 2) h:R-(-4/3]-R-(1/3), h(x) (f o g) (x) Verify if h(x) is one to one and onto. If it is, find the inverse function of h(x).
2) (12) f:R-(3/2)-R-10, (x) 1/(3 2x) g:R--21->R-1o), g (x)1/ (x 2) h:R-(-4/3]-R-(1/3), h(x) (f o g) (x) Verify if h(x) is one to one and onto. If it is, find the inverse function of h(x).
[ 2/4 0-1;01/26; 1/204] 13) (20 pts) Find the inverse of the matrix from question 12.
let h(x)= 1/4 (x^3) + 2x-1 and let g be the inverse function of h. Notice that h(2)=5. Find G'(5)=
question 13
and m24 = 37°, find m2C. 2. 4. (12, 13) (14, 15) 13. If mZl = x + 28 and m22 = 2x – 26, find the value x for which it follows that AB/| DC . %3D exterior angle LĄCE of AABC.
please solve the question
13. a) Find the inverse of the function f(x)=cosh x=2(c+e-x) b) State the domain and range of both the function and its inverse. Determine if the series is absolutely convergent, conditionally convergent or divergent. 14. o 5(-1)" In n 1/2
13. a) Find the inverse of the function f(x)=cosh x=2(c+e-x) b) State the domain and range of both the function and its inverse. Determine if the series is absolutely convergent, conditionally convergent or divergent. 14. o...
(c) Find a formula for the inverse of the function. 4x-1 ) f(x) _[3 marks] 2x+3 (ii) f(x) = /10 - 3x [2 marks) 1+1 (111) g(x) = 1-e* [3 marks] Total: 25 marks!
Question 13 (2 marks) Attempt 1 ,2/144-aw Find the Inverse Fourier transform of: Te-v F(u)--3 Your answer should be expressed as a function of t using the correct syntax. Inverse F.T. is f(t)- Skipped a Screen Shot 2019-05-17 at 2.07.40 AM Search Question 14 (2 marks) Attempt 1 Find the inverse Fourier transform of: F(w-5 π w sgn(w) e-Tw Your answer should be expressed as a function of t using the correct syntax. Inverse F.T. is f(t)- Skipped Question 15...
QUESTION 1: 11 2 4 Find the inverse of A = 3 8 14] using LU Decomposition Method. 12 6 13) --
C.2. a. Find the inverse transform. C-12 b. Verify that your answer to part a is correct by finding the transform of your answer. C.3. a. Find the inverse transform. b. Verify that your answer to part a is correct by finding the transform of your answer. C.4. a. Find Eitse -2t) b. Verify that your answer to part a is correct by finding the inverse transform of your answer. a. Use the Laplace transform to solve the initial value...