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Question	Answer
What are the divisibility rules?	2: Ends in an even number. 3: The sum of the digits ÷ 3. 4: Last two number's ÷ 4. 5: Ends in 0 or 5. 6: ÷ by 2 and 3. 8: If the last 3 digits ÷ by 8. 9: The sum of the digits ÷ 9. 10: Ends in 0.
What are factors?	Two numbers or more numbers that are multiplied together to get a product of a certain number.
What is the order of operations?	P= Perentheses E= Exponents M= Multiplication D= Division A= Addition S= Subtraction
What is an exponent?	An exponent is a small number next to a regular number that tells you how many times to multiply the number by itself.
What is a base in math?	The number that is used as a factor in repeated multiplication.
What is a power?	A power shows you how many times to use the number in multiplication. Ex: 4^2= 4x4=16
(-3)^2 means?	3x3=9. Since the -3 is in parentheses the product is positive.
-3^2	-3x-3= -9. Since the -3 isn't in parenthesis the product is negative.
Prime Numbers are?	A prime number is when only 1 and itself goes into a number.
What are composite numbers?	An integer that is divisible without remainder by at least one positive integer other than itself and one.
What is GCF?	GCF is the highest number that will go into 2 or more numbers evenly.
What is GCF with variables?	First you find the GCF if there are numbers involved, then you take the lowest exponent. Like if you had x^2 and x^4m you would take x^2 and put it next to your GCF.
What is prime factorization?	It's when you make a factor tree and break down the numbers until you get to a prime number, like 2.
How do you solve prime factorization with GCF.	You would do the same as regular prime factorization, breaking it down, until it gets to a prime number. Then if you have something like x^2 AND X^4 you would take the GCF, x^2 and place it next to your answer.
How to simplify expressions?	If you have a whole number you would find the GCF for the whole numbers. Then, x^2 on the top and x^3 on top, you would cross out the GCF, x^2, so then you have to take of 2 from 3 which is just x. You would do that with all the exponents.
What are rational numbers and give some examples.	Rational Numbers are any integers or a fraction. Ex: 1/4, 3/4, and 7/8.
How do you write a negative rational number?	Let's say you have -7, you would write -7 over 1: -7 -- 1
What is the multiplying exponent rule?	If you have x^3 and x^2, you would do x^2+^3=5, so it would be x^5. You add the exponents of the same variable: x,y,z.
What is a power of a power?	If you have: (x^2)^2, you would write that as: x^2•x^2. Or you could just multiply the exponents inside the parentheses with the exponents outside of the parentheses.
What is the zero exponent rule?	When you have any number to the 0 power, the answer is automatically 1. Ex: 5^0=1. 64^0=1.
What is the negative exponent rule?	If you have x^-8 you would write it as 1 over x^8. So you would have 1 on top and the negative exponent becomes positive: 1 -- x^8
How do you write a fraction bar without negative exponents.	If you have a negative exponent on the top, the exponent would become positive and go to the bottom of the fraction bar. If you have a negative exponent on the bottom, it becomes positive and goes to the top of the fraction bar. If it isn't negate, it sta
How do you rewrite without a fraction bar?	If you have an exponent on the top, you just write it the same way off to the side. On the bottom you would change the positive exponents to a negative exponent.
How do you rewrite without zero or negative exponents?	If the exponent is zero, you take it out of the equation. If it is negative you change it to a positive exponent and move it to the opposite side of the fraction bar. When you get your answer and you have like terms, you add the exponents together.

Created by: jandikrobert