Algebra 1 : Real Numbers
Study concepts, example questions & explanations for Algebra 1
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Example Questions
Example Question #4 : Simplifying Radicals
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Example Question #2 : Simplifying Radicals
Simplify the radical.
Cannot be simplified further.
Find the factors of 128 to simplify the term.
We can rewrite the expression as the square roots of these factors.
Simplify.
Example Question #1 : Factoring Radicals
Simplify the radical.
Start by finding factors for the radical term.
We can rewrite the radical using these factors.
Simplify the first term.
Example Question #2552 : Algebra 1
The third root of 
and when added to the square root of 64, which is 8, you should get 11.
Example Question #2553 : Algebra 1
Solve:
Multiply 
Multiply 
This number would then be 
Add 
The correct answer is:
Example Question #2554 : Algebra 1
Complete the following operation:
Complete the following operation:
To complete this operation, we can break it into two parts:
Then, we simply need to add the two parts together to get our answer:
So:
Example Question #93 : Real Numbers
If a minor league baseball team played 
The first team had 
The second team had 
The first team had 
The second team had 
The first team had 
The first team had
The first step is to find out how many fans each team had over the course of the year.
Team 1:
Team 2:
Team 1 had 
Example Question #91 : Integer Operations
Both integers are positive. We just multiply the two numbers. Answer is 
Example Question #92 : Integer Operations
Both integers are positive. We just multiply the two numbers. Answer is 
Example Question #93 : Integer Operations
When multiplying a negative number and a positive number, our answer is negative. We just multiply normally. Answer is 
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