Question

Which number should be multiplied by $43$ so that it will have $3$ prime factors?

Answer 1

Determine the number should be multiplied by $43$ so that it will have $3$ prime factors.

Prime Number is a number that already has two components, one and the number itself. Prime factorization is defined as the process of determining a number's prime factors so that the original number is evenly divided by these factors.

The number $43$ has three prime components when multiplied by the prime numbers $2and3$. The numbers are $2,3,\text{and}43$. Consider the prime numbers $2and3$ to be multiplied.
$43\times 2\times 3=43\times 6=258$

As a result, the primary components are $2,3,\text{and}43$.

Hence, the number is$\mathbf{"}\mathbf{6}\mathbf{"}.$