(6/7)^-1 Without Exponent

less than a minute read Jun 16, 2024
(6/7)^-1 Without Exponent

Understanding (6/7)^-1

The expression (6/7)^-1 might look intimidating, but it's actually quite simple to understand once we delve into the rules of exponents.

The Power of Negatives

The negative exponent in (6/7)^-1 tells us to take the reciprocal of the base, which is 6/7 in this case. Remember that the reciprocal of a fraction is simply flipping it.

Calculation

Therefore:

(6/7)^-1 = 1 / (6/7)

To divide by a fraction, we multiply by its reciprocal:

1 / (6/7) = 1 * (7/6) = 7/6

Conclusion

So, (6/7)^-1 is equivalent to 7/6 without using exponents.

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