All ISEE Upper Level Math Resources
Example Questions
Example Question #294 : Algebraic Concepts
Simplify:
Use the pattern, substituting .
Example Question #15 : How To Multiply Exponential Variables
Write in expanded form.
Example Question #301 : Algebraic Concepts
Simplify:
First, simplify all of the exponents. When the exponent is outside of the parantheses, multiply it by the exponents inside so that you get: . Multiply
so that you get 27. Then, multiply like terms. First, multilpy 2 by 27 so that you get 54. Then, multiply the x terms. Remember, when bases are the same, add the exponents:
. Then, multiply the y terms:
. Then, multiply all of the terms together so that you get
.
Example Question #302 : Algebraic Concepts
Simplify:
Example Question #303 : Algebraic Concepts
Simplify the following expression:
Simplify the following expression:
To combine these, we need to multiply our coefficients and our variables.
First, multiply the coefficients
Next, multiply our variables by adding the exponent:
So, we put it all together to get:
Example Question #111 : Variables
Simplify the following:
When multiply variables with exponents, we will use the following formula:
So, we can write the problem like this:
Example Question #51 : Variables And Exponents
Combine the following:
To combine variables with exponents, we will use the following formula:
Now, let’s combine the following:
Example Question #303 : Algebraic Concepts
Combine the following:
When combining variables with exponents, we can only combine like variables.
When multiply variables with exponents, we add the exponents. In other words:
So, we get
Example Question #1001 : Isee Upper Level (Grades 9 12) Mathematics Achievement
Simplify:
To simplify, we will use the following formula:
So, given the problem, we get
Example Question #1002 : Isee Upper Level (Grades 9 12) Mathematics Achievement
Combine the following:
To multiply terms with exponents, we will use the following formula:
So, we get
All ISEE Upper Level Math Resources
