6^(-1) = 1 / 6
How to work out fractions of numbers?
The process of how to work out of the fractions as multiplications to each other is the simple 1:
- Multiply the numerators
- Multiply the denominators
- Write the new numerator over the new denominato
Since anything to the negative power is 1/(a^b)
where the original were a^-b,
we get 6^-1 is 1/6.
How do you learn fractions?
In this we have to learn to add, or subtract, or multiply, and divide fractions or use these operations to solve the problems. Students need the clear-cut model of the fraction in order to come the grips with all the arithmetic operations. The shift of the emphasis by the multiple.
Learn more about fractions here https://brainly.com/question/10354322
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