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Assignment Questions with Solutions - Calculus I | MAT 201, Assignments of Calculus

Material Type: Assignment; Class: Calculus I; Subject: Mathematics; University: Utica College; Term: Spring 2005;

Typology: Assignments

Pre 2010

Uploaded on 08/18/2009

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Evaluation Worksheet
January 19, 2005
1. Factor each of the following integers into a product of prime numbers.
(a) 12 = 22·3
(b) 120 = 23·3·5
(c) 1024 = 210
2. Write the following numbers from smallest to largest. |−3|,7, |−7|,3.
73|−3|= 3 |−7|= 7
3. Evaluate each of the following expressions.
(a) 4 6 + 3 = 2 + 3 + 1
(b) 9 + 3
64 + 4
16 = 3 + 4 + 2 = 9
(c) 1
2+1
3=3
6+2
6=5
6
4. Simplify each expression.
(a)
¡x2¢3=¡x2¢ ¡x2¢ ¡x2¢
= (x·x) (x·x) (x·x)
=x6
(b) x2·x3= (x·x) (x·x·x) = x5
(c)
(x+y)2= (x+y) (x+y)
= (x+y)x+ (x+y)y
=x2+xy +xy +y2
=x2+ 2xy +y2

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Evaluation Worksheet

January 19, 2005

  1. Factor each of the following integers into a product of prime numbers.

(a) 12 = 2 2 · 3

(b) 120 = 2^3 · 3 · 5

(c) 1024 = 2^10

  1. Write the following numbers from smallest to largest. |− 3 |, −7, |− 7 |, −3.
  1. Evaluate each of the following expressions.

(a) 4 − 6 + 3 = −2 + 3 + 1

(b)

3

4

(c) 1 2

3

6

6

6

  1. Simplify each expression.

(a)

( x 2

x 2

x 2

x 2

= (x · x) (x · x) (x · x)

= x 6

(b) x 2 · x 3 = (x · x) (x · x · x) = x 5

(c)

(x + y)

2 = (x + y) (x + y)

= (x + y) x + (x + y) y

= x 2

  • xy + xy + y 2

= x 2

  • 2xy + y 2