Math homework 9!!!!!, Exercises of Mathematics

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Math 1524 Homework 9
Section 9.4-9.5
Honor Pledge: Ihaveneithergivennorreceivedunauthorizedassistanceonthisassignment.
Signature:
Instructions:
Wri te n ea tl y an d le gi bl y.
Submit your solutions as a single PDF file in portrait orientation, with pages and problems in proper order,through
Canvas.
It is your responsibility to make sure that everything is uploaded correctly, and that the resolution of the file is not
too high or too low.
One or two problems will be chosen at random to be graded for correctness. The rest will be graded for completion.
Problem 1: Calculate the derivatives for the functions below at the given x-values.
(a) f(x)=x29x+7,a =4
(b) g(x)= 12
x7,a=2
(c) f(x)=px5,a=4
(d) g(x) = 9(x46x5),a=1
(e) f(x)= 9
x3,a=2
(f) g(x)=|x|,a =0
f(x)
=
2x
-
0
-(4)
=
2(4)
-
N
=
8
-
D
f((4)
=
-
1
12x)
-
2
x
3)
=
-
y
= -
g((2)
=
E
+(4)
=
20
f(x)
=
x
*2
+(4)
=
(4)
=
20
g((X)
=
0x4
-
54x5
=
36x3
-
270x4
9((7)
=
36(7)
-
270(5)4
9((1)
=
-
234
f'()
=
=
-
=-2742
f(2)
=
-
27(2)
=
- 108
+(2)
=
108
g((x)
=
G(X)
9/10)
=
undefined
=
/im
1x)
.
(x+n1
+
/x)
h
-
0
n
-am
it is on
el
n
I
+
h2
-im
th2--w
int
-so
i
n5
On((Xth1
+(x))
=
=
pf3

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Download Math homework 9!!!!! and more Exercises Mathematics in PDF only on Docsity!

Math 1524 Homework 9

Section 9.4-9.

Honor Pledge: I have neither given nor received unauthorized assistance on this assignment.

Signature:

Instructions:

  • Write neatly and legibly.
  • Submit your solutions as a single PDF file in portrait orientation, with pages and problems in proper order, through

Canvas.

  • It is your responsibility to make sure that everything is uploaded correctly, and that the resolution of the file is not

too high or too low.

  • One or two problems will be chosen at random to be graded for correctness. The rest will be graded for completion.

Problem 1: Calculate the derivatives for the functions below at the given x-values.

(a) f (x) = x^2 9 x + 7, a = 4

(b) g(x) =

x^7

, a = 2

(c) f (x) =

p x^5 , a = 4

(d) g(x) = 9(x^4 6 x^5 ), a = 1

(e) f (x) =

x^3

, a = 2

(f) g(x) = |x|, a = 0

f(x) = 2x - 0

-(4) =^ 2(4)^ -^ N

= 8 - (^) D

f((4) =^ -^1

12x)-^2 x^ 3)

= - y = -

g((2)

= E

+(4) =^20

f(x)=^ x

+(4)=^ (4)^

= 20

g((X)

= 0x4 - 54x = 36x3 - 270x

  • 270(5)

= (^) - 234

f'()

=

= -^ =-

f(2) =^

  • 27(2) = - 108^

+(2) =^108

g((x)

= G(X)

9/10) =^ undefined

= /im^ 1x)^.^ (x+n1^ +^ /x) h - (^0) n

-am

it is on

el

nI

-im^ +^ h n5^ th2--w^ int -soi On((Xth1 +(x)) = =

Problem 2: Find the derivatives of the following.

a) f (x) = (x^2 9 x + 8)(3x^3 + 12x)

b) f (x) =

p x^3 (x^5 5 x^3 + 7)

c) f (x) =

3 x^4

(x^4 9 x^2 )

= (^) (2x

  • 8)(3x
  • (^) 12x) + (ax-

12)(x

  • 0x +^ 8)

f(x)

= 15x4 -188x3+108x^

  • 216x + 86

dy((x) =

(xs

  • 5x +

= 5x4- 1542

-x(xs

  • 5x3 + 7)

(5x

  • 15x)/x

f(x) =

13x (^) /- 45x3X (^) + 215x

2

④(4) (^) =

  • (

x *

  • &x2 =^ 4x

(^3) - 18x

-((s)(x

  • (^) - 0xy)

(4x3 (^) - 18x)(i))

f(x)