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Example Question #964 : Mathematical Relationships And Basic Graphs
Simplify
First combine like variables. There is only one variable in this equation, so you can skip that step. Next, move negative exponents to the other side of the fraction to get . Finally simplifying gives
Example Question #965 : Mathematical Relationships And Basic Graphs
Simplify
First combine like variables. There is only one variable in this equation, so you can skip that step. Next, you add the exponents because we are multiplying. -16+4+12=0.
Example Question #501 : Exponents
Simplify
First combine like variables. There is only one variable in this equation, so you can skip that step. Next, you move negative exponents to the opposite side of the fraction and then add the exponents because we are multiplying. 4+5=9 and 3+5=8 giving us which simplifies to
.
Example Question #3631 : Algebra Ii
Simplify
Not possible.
First combine like variables. This leaves us with which is equal to
Example Question #3632 : Algebra Ii
Simplify
Not possible.
First combine like variables by adding exponents. This leaves us with
Example Question #3633 : Algebra Ii
Simplify
Not possible
First, combine exponents of like variables. This gives us which simplifies to
Example Question #3634 : Algebra Ii
Simplify
First, combine exponents of like variables. This gives us
Example Question #3635 : Algebra Ii
Simplify
First, combine exponents of like variables. This gives us which simplifies to
Example Question #3636 : Algebra Ii
Simplify
First, combine exponents of like variables and add them together. This gives us which simplifies to
Example Question #177 : Simplifying Exponents
The expression is equivalent to?
By simplifying the exponents: bringing the to the numerator and adding the two a's together, getting
in the numerator, and bringing the
to the denominator and adding the two b's together, getting
in the denominator.
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