All Algebra II Resources
Example Questions
Example Question #3281 : Algebra Ii
Evaluate .
When an exponent is negative, we rewrite in this form in terms of fraction:
is the base while is the exponent and it's going to be a postive number when written in a fraction.
is the exponent from the numerator of the fraction, is the index from the denominator of the fraction and is the base of the exponent.
Example Question #3281 : Algebra Ii
Simplify:
When we have fractional exponents, we convert like this:
. is the index of the radical which is the denominator of the fractional exponent, is the power that will raise the base which is the numerator of the fractional exponent and is the base.
Example Question #3282 : Algebra Ii
Simplify:
When we have fractional exponents, we convert like this:
. is the index of the radical which is the denominator of the fractional exponent, is the power that will raise the base which is the numerator of the fractional exponent and is the base.
Example Question #3283 : Algebra Ii
Evaluate:
When exponents are in fraction, there are turned into this form:
where represents the index of the radical which is the denominator of the fractional exponent, is the power raising base . is the numerator of the fractional exponent.
Example Question #3285 : Algebra Ii
Evaluate:
When exponents are in fraction, there are turned into this form:
where represents the index of the radical which is the denominator of the fractional exponent, is the power raising base . is the numerator of the fractional exponent.
Example Question #3284 : Algebra Ii
Evaluate:
When exponents are fractional, we express them using the following format:
In this format, is the index of the radical found in the denominator of the fractional exponent and is the exponent found in the numerator of the fractional exponent by raising the base of .
Example Question #3285 : Algebra Ii
Evaluate:
When exponents are fractional, we express them using the following format:
In this format, is the index of the radical found in the denominator of the fractional exponent and is the exponent found in the numerator of the fractional exponent by raising the base of .
Example Question #3286 : Algebra Ii
Evaluate:
In order to evaluate fractional exponents, we can express them using the following relationship:
In this formula, represents the index of the radical from the denominator of the fraction and is the exponent that raises the base: .
We can then rewrite and solve the expression in the following way.
Example Question #3287 : Algebra Ii
Evaluate:
In order to evaluate fractional exponents, we can express them using the following relationship:
In this formula, represents the index of the radical from the denominator of the fraction and is the exponent that raises the base: .
We can then rewrite and solve the expression in the following way.
Example Question #3288 : Algebra Ii
Evaluate:
In order to evaluate fractional exponents, we can express them using the following relationship:
In this formula, represents the index of the radical from the denominator of the fraction and is the exponent that raises the base: . When exponents are negative, we can express them using the following relationship:
We can then rewrite and solve the expression in the following way.