Simplify a polynomial expression using the quotient property of exponents;

Power of a quotient property. To simplify an expression with a quotient, we need to first compare the exponents in the numerator and denominator. Exponents and division the quotient of powers property. To raise a fraction to a power, raise the numerator and denominator to that power.

Power of a quotient property: So 1 = b m ___ bm = b0. 2 4 and 5 4 are two exponential terms in which the exponents are same but their bases are different.

Power of a quotient property. If applied to f ( x) = x, the power rule give us a value of 1. When you multiply two powers with the same base, you add the exponents.

If and are real numbers, , and is a counting number, then: Since 12 > 8, there are more factors of b in the denominator. 9.3 quotient of powers property.

According to the definition, {eq}n^a {/eq} is being divided by. 42 , 44 simplify the expression. According to the property, the common exponent on the division of numbers can be equally distributed among the numerator and denominator.

The quotient of powers rule assists with simplifying exponents. Simplify expressions with exponents equal to zero; But you also know that any nonzero number divided by itself is 1.