Write all the factors of 26
1, 2, 13, 26
Find the greatest common factor between:
36 and 45
9
Find the value of x to make the expression an equivalent fraction:
1/4=x/8
x = 2
What are the rules for writing the factor of scientific notation?
What is that the factor must be between 1 and 10 with only one number to the left of the decimal.
Simplify with one exponent
(87)(85)
812
Write 3y-2 using positive exponents.
3/y^2
Write 100 as a product of prime factors.
2*2*5*5
Find the greatest common factor:
21, 9, 45
3
Write the fraction in simplest form
16/24
2/3
Convert the 1.234 x 10-2 into standard notation.
What is 0.01234
Simplify with one exponent
0.6^9/0.6^4
(0.6)5
10000
1
Write 120 as a product of prime factors (using exponents!)
2^3*3*5
Find the greatest common factor:
7x2, 28x
7x
Find the value for x to make the fractions equivalent:
3/4=x/12
x = 9
Convert 785.665 into scientific notation.
What is 7.85665 x 102
Simplify with one exponent
(4r5)(2r)
8r6
Simplify with a positive exponent
(0.2)^-3/(0.2)^4
1/(0.2)^7
Write 252 as a product of prime factors (using exponents!)
2^2*3^2*7
Find the greatest common factor:
12m2n3, 70m3n
2m2n
Find the value of x to make the fractions equivalent:
10/15=2/x
x = 3
(1.25 x 104)(8.0 x 104)
What is 1.0 x 109
Simplify with one exponent
(24m^11)/(18m^3)
(4m^8)/3
Simplify
(m^8n^4)/(m^2n^9)
m^6/n^5
What value of x makes the expression 7x + 1 = a prime number.
2, 4, 6, 8, 10
You are making first-aid kits to go camping. You have 48 bandages, 15 squares of gauze, 6 tubes of antibiotic ointment, and 6 ice packs. What is the greatest number of identical first-aid kits that you can make with these supplies?
3 kits; 16 bandages, 5 squares of gauze, 2 tubes of antibiotic ointment, and 2 ice packs in each
John cut his pizza into 6 equal slices and ate two of them. Tim cut his pizza(the same size) into 3 equal slices and ate one of them. Did they eat the same amount of pizza?
Yes. They both ate
1/3
Evaluate:
(6.0 x 103) / (1.5 x 10-2)
What is 4.0 x 105
The Great Pyramid in Egypt is composed of about 221 limestone and granite blocks. The average mass of one of these blocks is about 211 kilograms. What is the total mass in kilograms of the Great Pyramid?
232 kg
Simplify
(9a^0b^2c^-1)/(3a^1b^-1c^3)
3b^3/a^1c^2