Algebra II : Algebra II
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Example Questions
Example Question #127 : Basic Single Variable Algebra
Multiply:
Example Question #4 : How To Add Trinomials
Add:
To add trinomials, identify and group together the like-terms: 
Example Question #12 : How To Multiply Monomial Quotients
Simplify:
Since there are no like terms in the numerator or in the denominator, you can only combine ther terms on the numerator and denominator so that they are in one quotient. You cannot further combine the variables because each variable is represented by a different letter. You cannot further reduce the integers because they do not have a common factor.
Example Question #1971 : Algebra Ii
Simplify the expression.
First, rearrange the order of the problem by grouping like terms together:
Now, combine the like terms:
Example Question #42 : Simplifying Expressions
Simplify the following expression:
None of the other answers
To simplify an expression you need to combine like terms.
So,
and 
To then rewrite the expression you want to work in alphabetical order, and in decreasing exponential power.
Example Question #43 : Simplifying Expressions
Simplify:
The answer is not present.
This problem is best simplified by dealing with the fractions separately and then combining. The rules of exponents used are: 
Example Question #131 : Basic Single Variable Algebra
Simplify the expression
Remember to distribute the 
Example Question #132 : Basic Single Variable Algebra
Simplify the following expression by combining like terms:
Simplify the following expression by combining like terms:
Begin by looking for terms to combine. In this case, we only have 2 terms we can combine. Remember, we can only combine terms that have the same exponent and variable.
In this case, the green colors are the only ones which can be combined:
So our answer is:
Example Question #132 : Basic Single Variable Algebra
Simplify:
To simplify this expression, you must remember to distribute that negative sign to all of the terms of the second parantheses. It should then look like this: 
Example Question #132 : Basic Single Variable Algebra
Simplify the following expression:
Simplify the following expression:
So, we have a big fraction. Don't be intimidated, all we have to do is cancel some parts out and we'll be good.
Begin by looking for pieces that are in common to the top and bottom. I've highlighted them below:
Now, the parts that are in common need to be simplified, but only with eachother.
Starting with the y's, we simply subtract the bottom exponent from the top exponent.
Do the same with the part in parentheses.
Leave the z's alone because we only have one set of z's and it's on the bottom.
And we get the following:
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