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Simplifying Rational Exponents - multiplication rule
Example: 3x3/2•2x

The bases are the variables "x" one has a power of 3/2and the other has a power of 1.
The new power is 3/2 + 1 = 3/2 + 2/2 = 5/2.
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
The Multiplication Rule for Exponents
Answer:
6 x 5/2
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
The Multiplication Rule for Exponents
Answer:
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
The Multiplication Rule for Exponents
Answer:
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
The Multiplication Rule for Exponents
Answer:
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
The Multiplication Rule for Exponents
Answer:
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
The Multiplication Rule for Exponents
Answer:
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
The Multiplication Rule for Exponents
3n
1/4
•2n
-3/4
Answer:
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
Lets try this with numbers.
The Multiplication Rule for Exponents
5½•5½
Answer:
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
Lets try this with numbers.
The Multiplication Rule for Exponents
3 •3
1/2
3/2
Answer:
When like bases are multiplied together the powers of
those like basses are added to get the new power.
When entering fractional exponents use the "slash" keyfor the fraction bar ... / ... and enter the entire fractionin one answer box as shown above.
Lets try this with numbers.
The Multiplication Rule for Exponents
4 •4
1/2
Answer:
Altres proves d'interés :
Quiz: factoring gcf
Simplifying rational exponents - division rule
Simplifying rational exponents - power-to-power rule
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