Using the third law of exponents, If a ≠0 is a number and m, n are integers, then (am)n= amnFor a number a ≠ 0, we defineFor any a ≠ 0, and integers m,n, am × an = am+n

Q. 1 D4.2( 10 Votes )

The number

Class 8th Karnataka Board - Mathematics Part II 10. Exponents

Answer :

Using the third law of exponents, If a ≠0 is a number and m, n are integers, then (a^m)ⁿ= a^mn

For a number a ≠ 0, we define

For any a ≠ 0, and integers m,n, a^m × aⁿ = a^m+n

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