If the product of two whole numbers is 1- can we say that one or both of them will be 1- Justify through examples-

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If the product of -2- numbers is -1- then both the numbers have to equal to -1-For example- -1-times 1-1-However- -1-times 6-6-Clearly- the product of two whole numbers will be -1- in the situation when both numbers to be multiplied are -1-

If the product of two whole numbers is $$1$$, can we say that one or both of them will be $$1$$? Justify through examples.

If the product of $$2$$ numbers is $$1$$, then both the numbers have to equal to $$1$$.
For example, $$1\times 1=1$$
However, $$1\times 6=6$$
Clearly, the product of two whole numbers will be $$1$$ in the situation when both numbers to be multiplied are $$1$$.

If the product of two whole numbers is $$1$$, can we say that one or both of them will be $$1$$? Justify through examples.

If the product of $$2$$ numbers is $$1$$, then both the numbers have to equal to $$1$$.For example, $$1\times 1=1$$However, $$1\times 6=6$$Clearly, the product of two whole numbers will be $$1$$ in the situation when both numbers to be multiplied are $$1$$.

If the product of $$2$$ numbers is $$1$$, then both the numbers have to equal to $$1$$.
For example, $$1\times 1=1$$
However, $$1\times 6=6$$
Clearly, the product of two whole numbers will be $$1$$ in the situation when both numbers to be multiplied are $$1$$.