Mastery Test Review | Calculus for Engineers I | MAT 265, Exams of Mathematics

Material Type: Exam; Class: Calculus for Engineers I; Subject: Mathematics; University: Arizona State University - Tempe; Term: Unknown 1989;

Typology: Exams

Pre 2010

Uploaded on 09/02/2009

koofers-user-rly
koofers-user-rly 🇺🇸

10 documents

1 / 4

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
MAT 265
MASTERY TEST REVIEW
Find the derivative
dy
dx
of each of the following functions.
1.
2
3
5 5y x x x
2.
50
2
17 5y x x
3.
2 2
2x
y x
4.
3
cosy x
5.
2
tan
1
x
yx
6.
2
sin
x
y x e
7.
4
5(3 2)y x
8.
2
43
3
x x
y
9.
10.
sin (2 )
cos (2 )
x
yx
11.
2
1
tany x x
pf3
pf4

Partial preview of the text

Download Mastery Test Review | Calculus for Engineers I | MAT 265 and more Exams Mathematics in PDF only on Docsity!

MAT 265

MASTERY TEST REVIEW

Find the derivative

dy

dx

of each of the following functions.

2

y 5 x 5 x

x

50 2

y  17 x  5 x

2 2

2

x

yx   

3

y  cos x

2

tan

x

y

x

2

sin

x

yx e

4 5 y  (3 x 2)

x x

y

 

2

ln

y   xx

sin (2 )

cos (2 )

x

y

x

2

y x tan

x

2

2 xyyxy

x

y

x

3

cos

1 sin

x

y

x

3 2

y  sin (3 x  2 x 1)

2 1

y (1 x ) tan x

 

y sin x

  1. y  sin( ) x

y  ( ax ) tan ( bx ) ( a and b constant)

2

y

x

1 2

y sin (3 x )

y ln(cos( )) x

  1. y^ ^ ln( ) x^^ cos( ) x

yx (ln( ) xx )

3 1

2 5 y 6 x 7 x 1

9

y  3 cos(5 x ) 3sin( x )

7

5 3

x

y   x

  1. y^ tan(6^ x )

1

y tan (6 x )

2

y 2 x

x

1 1

y 2 cos x 4sec x

 

 

  1. 2 3ln( )

x

y   x

  1. tan(3)

x

ye

2 2

sin x cos x

y

x

2

sin x

y

x

2

y  tan(sin x ) 

2

2 yx sin y

2

sin(3 )

x

ye x