Question

The largest prime number that is a factor of 35 is multipled by the smallest prime number that is a factor of 15

Answer 1

Answer:

$3\times 7 =21$

Step-by-step explanation:

Given:

The given number is 35 and 15.

We need to find the multiplication of the largest prime number that is a factor of 35 and the smallest prime number the is a factor of 15.

Prime number: A whole number which is divisible by 1 or itself.

For example: 2, 3, 5, 7, 11........

Factor:  factors of a number are those numbers which after multiplying together gives the same number.

The factor of the the given number 35 is.

$1\times 5\times 7=35$

The largest prime number that is a factor of 35 is 7.

Similarly.

The factor of the the given number 15 is.

$1\times 3\times 5=35$

The smallest prime number that is a factor of 35 is 3 because 1 is not a prime number.

So the multiplication of the largest prime number 7 that is a factor of 35 and the smallest prime number 3 the is a factor of 15 is.

$= 3\times 7$

$= 21$

Therefore the multiplication of the largest prime number 7 that is a factor of 35 and the smallest prime number 3 the is a factor of 15 is 21.