Divisibility Rules and Exponents
Prime Factorization and factors
GCF/ simplifying fractions
Properties of exponents
Scientific Notation
100
Is this divisible by 2, 3,5, 9, or 10 The number is 36
divisible by 2,3, 9
100
List all the factors of 30...including 1 in order
1,2,3,5, 6,10,15,30
100
Find the GCF of 36, 60
12
100
(y^3)^6
Y^18
100
Write 0.00000000099 in Scientific Notation
9.9 * 10^-9
200
Is this number divisible by 2, 3, 5,9, 10 The number is 270
Divisible by 2,3,5,9,10
200
list all the factors of 64 in order including 1
1,2,4,8,16,32,64
200
The GCF of 15x and 24x^2
3x
200
x^3 * x^6 * Y^2
x^9 y^2
200
43,000,000 in S.N.
4.3 *10^7
300
Simplify 2^0 *2^3
8
300
prime factorization of 100
2^2 * 5^2
300
Find the GCF of 14a^2 b^3 and 21ab^2
GCF=7ab^2
300
b^8 / b^11
1 / b ^3
300
0.0000032 in S.N.
3.2 * 10^-6
400
simplify -2(3+2)^2
-50
400
Prime factorization of 72xy^2
2^3 * 3^2 * x * y^2
400
Simplify 44/52
11/13
400
6a^7 / 15a^3
2a^4 / 5
400
Change from S.N. into standard notation 3.812 *10^-7
0.0000003812
500
a=-2 b=3 2(a^2 + b^3)
62
500
list the factors of 726 in order starting from 1
1,2,3,6,11,22,33,66,121,242,363,726
500
8m^4 n^2 / 40mn
m^3n / 5
500
2x^2 y^5 / 8x^3 y^5
1 / 4x
500
Multiply and express each result in S.N. (8.3 * 10^6) (3 *10^5)
2.49 * 10^12
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