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Example Questions
Example Question #3623 : Algebra Ii
Multiply:
The quantity of two squared raised to the third power can be simplified by multiplying the two powers together.
The expression becomes:
When common bases of powers are multiplied with each other, we can add the powers together.
The answer is:
Example Question #3624 : Algebra Ii
Divide:
To be able to subtract the exponents, we will need to have similar bases.
Convert the numerator to base two.
The expression becomes:
The answer is:
Example Question #161 : Multiplying And Dividing Exponents
Divide:
In order to be able to simplify the exponents by subtraction, we will need to rewrite the denominator with a common base. Rewrite the number 16 as base 4.
Now that we have common bases, we can subtract the exponents since the bases of a power are divided.
The answer is:
Example Question #162 : Multiplying And Dividing Exponents
Divide the exponents:
Evaluate the first term by subtracting the exponents. This is allowed since the bases are common.
Divide this term with the second term.
Repeat the process.
The answer is:
Example Question #163 : Multiplying And Dividing Exponents
Divide:
Convert the base of the denominator to base three in order to match the numerator.
Multiply the exponents on the bottom.
Subtract the exponents.
We can rewrite this as a fraction based on the following rule.
The answer is:
Example Question #491 : Exponents
Simplify
Combine all like variables. We only have the variable 'x', so we can skip that step. to multiply or divide exponents, you add, so you get 3 + (-4) + 7 = 6. The answer is
Example Question #492 : Exponents
Simplify
Combine all like variables. We only have the variable 'x', so we can skip that step. Simplify the numerator and denominator. This gives you . Simplifying this further gives you .
Example Question #493 : Exponents
Simplify
First combine like variables. There is only one variable in this equation, so you can skip that step. Next add exponents when they are being multiplied. 3+(-23)+5=-18 which would be equal to
Example Question #494 : Exponents
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 #495 : Exponents
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.
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