The set of numbers whose decimal representations are neither terminating nor repeating
Natural Numbers
Whole Numbers
Integers
Rational Numbers
Irrational Numbers
7 points
7
Question 2
2.
Without use of a calculator! Pick all that apply. Which numbers divide 392,248
6 points
6
Question 3
3.
Perform the indicated operation
6 points
6
Question 4
4.
Express the sentence as a single numerical expression. Then use the order of operations to simplify the expression Only include the simplified expression in the answer below
Cube -4. Subtract this exponential expression from -40.
6 points
6
Question 5
5.
Express
as a quotient of integers in lowest terms
6 points
6
Question 6
6.
Perform the indicated operations. Where possible, reduce the answer to its lowest terms.
6 points
6
Question 7
7.
Add:
5 points
5
Question 8
8.
Rationalize the denominator:
6 points
6
Question 9
9.
Put the following into a fraction and be sure to show your work.
.204
6 points
6
Question 10
10.
Solve the following and be sure to show your work. Be sure to FULLY simplify.
6 points
6
Question 11
11.
List all of the subsets of the following set:
{ − 16 , − 3 2 , 0 , .069 , 2 , π , 16 }
Natural: { }
Whole: { }
Integers: { }
Rationals: { }
Irrationals: { }
Real: { }
6 points
6
Question 12
12.
Find the rational halfway between
Be sure to show your work
4 points
4
Question 13
13.
Express the rational number as a decimal.
5 points
5
Question 14
14.
What is 11mod 4 = ?
7 points
7
Question 15
15.
Find the least positive integer, n, such that
is a perfect square. n=? Show your work
7 points
7
Question 16
16.
Find the smallest positive integer to multiply by 896 and create a perfect squared number
6 points
6
Question 17
17.
17 + (-17) = 0
Inverse Property of Addition
Communtative property of multiplication
Identity property of multiplication
Associative property of addition
Distributive property of multiplication over addition