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DefinitionLaws of Exponents 
The definition of the term "Laws of Exponents." 

DefinitionLaws of Exponents 
The definition of the term "Laws of Exponents." 

MATH EXAMPLE: Laws of Exponents: Example 01 
Example 1: Simplifying an exponential expression of the form x^a * x^b, under the following conditions: a > 0, b > 0. 

MATH EXAMPLE: Laws of Exponents: Example 02 
Example 2: Simplifying an exponential expression of the form x^a * x^b, under the following conditions: a < 0, b > 0. 

MATH EXAMPLE: Laws of Exponents: Example 03 
Example 3: Simplifying an exponential expression of the form x^a * x^b, under the following conditions: a > 0, b < 0. 

MATH EXAMPLE: Laws of Exponents: Example 04 
Example 4: Simplifying an exponential expression of the form x^a * x^b, under the following conditions: a < 0, b < 0. 

MATH EXAMPLE: Laws of Exponents: Example 05 
Example 5: Simplifying an exponential expression of the form x^a * x^b * x^c, under the following conditions: a > 0, b > 0, c > 0. 

MATH EXAMPLE: Laws of Exponents: Example 06 
Example 6: Simplifying an exponential expression of the form x^a * x^b * x^c, under the following conditions: a < 0, b > 0, c > 0. 

MATH EXAMPLE: Laws of Exponents: Example 07 
Example 7: Simplifying an exponential expression of the form x^a * x^b * x^c, under the following conditions: a > 0, b < 0, c > 0. 

MATH EXAMPLE: Laws of Exponents: Example 08 
Example 8: Simplifying an exponential expression of the form x^a * x^b * x^c, under the following conditions: a > 0, b > 0, c < 0. 

MATH EXAMPLE: Laws of Exponents: Example 09 
Example 9: Simplifying an exponential expression of the form x^a * x^b * x^c, under the following conditions: a < 0, b < 0, c > 0. 

MATH EXAMPLE: Laws of Exponents: Example 10 
Example 10: Simplifying an exponential expression of the form x^a * x^b * x^c, under the following conditions: a > 0, b < 0, c < 0. 

MATH EXAMPLE: Laws of Exponents: Example 11 
Example 11: Simplifying an exponential expression of the form x^a * x^b * x^c, under the following conditions: a < 0, b > 0, c < 0. 

MATH EXAMPLE: Laws of Exponents: Example 12 
Example 12: Simplifying an exponential expression of the form x^a * x^b * x^c, under the following conditions: a < 0, b < 0, c < 0. 

MATH EXAMPLE: Laws of Exponents: Example 13 
Example 13: Simplifying an exponential expression of the form x^a / x^b, under the following conditions: a > 0, b > 0. 

MATH EXAMPLE: Laws of Exponents: Example 14 
Example 14: Simplifying an exponential expression of the form x^a / x^b, under the following conditions: a < 0, b > 0. 

MATH EXAMPLE: Laws of Exponents: Example 15 
Example 15: Simplifying an exponential expression of the form x^a / x^b, under the following conditions: a > 0, b < 0. 

MATH EXAMPLE: Laws of Exponents: Example 16 
Example 16: Simplifying an exponential expression of the form x^a / x^b, under the following conditions: a < 0, b < 0. 

MATH EXAMPLE: Laws of Exponents: Example 17 
Example 17: Simplifying an exponential expression of the form x^a * x^b / x^c, under the following conditions: a > 0, b > 0, c > 0. 

MATH EXAMPLE: Laws of Exponents: Example 18 
Example 18: Simplifying an exponential expression of the form x^a * x^b / x^c, under the following conditions: a < 0, b > 0, c > 0. 

MATH EXAMPLE: Laws of Exponents: Example 19 
Example 19: Simplifying an exponential expression of the form x^a * x^b / x^c, under the following conditions: a > 0, b < 0, c > 0. 

MATH EXAMPLE: Laws of Exponents: Example 20 
Example 20: Simplifying an exponential expression of the form x^a * x^b / x^c, under the following conditions: a > 0, b > 0, c < 0. 

MATH EXAMPLE: Laws of Exponents: Example 21 
Example 21: Simplifying an exponential expression of the form x^a * x^b / x^c, under the following conditions: a < 0, b < 0, c > 0. 

MATH EXAMPLE: Laws of Exponents: Example 22 
Example 22: Simplifying an exponential expression of the form x^a * x^b / x^c, under the following conditions: a > 0, b < 0, c < 0. 

MATH EXAMPLE: Laws of Exponents: Example 23 
Example 23: Simplifying an exponential expression of the form x^a * x^b / x^c, under the following conditions: a < 0, b > 0, c < 0. 