1.2 s Find first derivative for the following functions. dx (a) y = 5+ 6x + 4x3 (b) y = In(2x) +x* %3D (c) y = (2x² + 3x)(5x – 1)
1.2 s Find first derivative for the following functions. dx (a) y = 5+ 6x + 4x3 (b) y = In(2x) +x* %3D (c) y = (2x² + 3x)(5x – 1)
MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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
Transcribed Image Text:tet g(x,y) = *y²+xy
(d) Find A'A
ag(xy)
(a)
Find and de(xy)
ay
(e) [
) Is AB = BA?
1 Find 9(x.y) and g(xy)
axdy
(b)[
ayax
(f |
Find the inverse of B
ret A = and B=
(a) [ Let c = 3. Find cA.
Consider the following system of equations:
y1 = Bo + B1x11 + B2x12
Y2 = Bo + B1x21
(b) ts) Find A + B
y3 = B1x31 + B2x32 + B3x33
y4 = Bo + Bix41 + B2X42 + B3X43
ys = Bo + Bzxs2 + Baxs3
Convert this system of equations into matrix form. (Hint: Your response should look like Y = XB)
(c)
Find the JA| and |B), the determinants of A and B.
![1.2 Find first derivative 2 for the following functions.
dx
(a) ]y = 5+ 6x + 4x3
(b)
|y = In(2x) + x
(c)
dy= (2x² + 3x)(5x – 1)
(d)
y = e3x+2x²
(e)
y = In
MacBook Pro
80
000
000
DII
DD
F3
F4
F5
F6
F7
F8
F9](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8466c74d-5231-4293-9598-d30abb93e83e%2F194d15bc-cab2-46eb-a94a-3c390a171385%2Fepi78e_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1.2 Find first derivative 2 for the following functions.
dx
(a) ]y = 5+ 6x + 4x3
(b)
|y = In(2x) + x
(c)
dy= (2x² + 3x)(5x – 1)
(d)
y = e3x+2x²
(e)
y = In
MacBook Pro
80
000
000
DII
DD
F3
F4
F5
F6
F7
F8
F9
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