The expression (5³)⁹÷5¹² is simplified to 5^15
<h3>What are index forms?</h3>
Index forms are defined as the exponent or power of a number or variables.
It is also seen as a mathematical method of writing numbers that are too large or too small in simpler forms.
The laws of exponents are;
- Add the powers when they are being multiplied the bases are the same
- Subtract the exponents when they are divided and have the same base.
- Multiply the exponents when the bases are the same
Given the expression;
(5³)⁹÷5¹²
This is represented as;
(5³)⁹/5¹²
expand the bracket
5^27/5^12
Take the inverse exponent of the denominator
5^27-12
5^15
Thus, the simplified form is 5^15
Learn more about index forms here:
brainly.com/question/15361818
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