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One of two numbers whose product is one is called?

Anonymous

∙ 15y ago

Updated: 9/16/2023

Let A and B be any two numbers such that AB=1. An example would be 1 and 1/9.
We say that A is the multiplicative inverse of B. Similarly we say that B is the multiplicative inverse of A.

Wiki User

∙ 15y ago

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What are the 2 numbers whose product is one called?

Numbers whose product is one is called multiplicative inverses.

What are two numbers whose product equals one called?

reciprocals or multiplicative inverses

One of the two numbers whose product is 1?

Any two numbers whose product is '1' are each others' reciprocals.

What is 1 of 2 numbers whose product is 1?

well let's see, 1x1=1 so one of the two numbers whose product is one. =========================== I think you are looking for the word "reciprocal."

What is one of two numbers whose product is?

Multiplicand is a number that is to be multiplied by another number to produce a product.

Related Questions

What are the 2 numbers whose product is one called?

Numbers whose product is one is called multiplicative inverses.

What are two numbers whose product is one called?

Reciprocals, or multiplicative inverses

What is one of two numbers whose product is 1 also called multiplicative inverse?

You

What are two numbers whose product equals one called?

reciprocals or multiplicative inverses

One of the two numbers whose product is 1?

Any two numbers whose product is '1' are each others' reciprocals.

What is one of two numbers whose product is one?

1

What is 2 non zero numbers whose product is one?

If the product of 2 numbers is one, than those 2 numbers are recipricals

A pair of numbers whose product is one?

1 and 1

One of 2 numbers whose product is 1?

1

One or two numbers whose product is 1?

100

What is 1 of 2 numbers whose product is 1?

well let's see, 1x1=1 so one of the two numbers whose product is one. =========================== I think you are looking for the word "reciprocal."

What two numbers whose product is one?

They're known as reciprocals.

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