Question

The reciprocal of a nonzero real number of the form a/b is:

Select one:
O a. b/a
Ob. a + b
Oc a-b
O d. undefined

Answer 1

The reciprocal of a nonzero real number of the form a/b is:

a. b/a

Step-by-step explanation: The reciprocal of a nonzero real number of the form a/b is found by inverting the fraction. In other words, you swap the numerator (a) and the denominator (b) to get the reciprocal.

So, if you have a fraction a/b, the reciprocal is b/a. This is because the reciprocal is a number that, when multiplied by the original number, gives you a product of 1. In fraction form, if you multiply a/b by its reciprocal b/a, you get (a/b) * (b/a) = 1.

Answer 2

a. b/a

Explanation:

To get the reciprocal of a non zero fraction, just place the numerator in the denominator's place & vice versa. So, we'll get b/a as a/b's reciprocal.

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hope this helps!