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What are the laws of indices and how do they work?
There are three rules of indices (or laws of indices) which you have to know and be able to apply to problems involving both numbers and algebra. The multiplication law – when you multiply terms, you add the powers: x^m\times x^n=x^{m+n}. The division law – when you divide terms, you subtract the powers:
When does the fractional indices law apply to square roots?
The fractional indices laws apply when the power is a fraction. This is commonly use to show square and cube roots . Note: it doesn’t matter which order you carry out the square root and multiplication operations. In other words, the rule can also be written as
What are the three rules of indices in algebraic geometry?
There are three rules of indices (or laws of indices) which you have to know and be able to apply to problems involving both numbers and algebra. For any numbers, x, m, and n, those three rules are. The multiplication law – when you multiply terms, you add the powers:
Last Update: Oct 2021
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