Question

A number that has 2 and 37 as factors must be an


a. Even composite number

b. odd prime number


c. odd composite number

d. even prime number​

Answer 1

Answer:

It may be even composite number, because if we multiply 2 and 37 we get 74 ,so it is even and composite number

Answer 2

A number that has 2 and 37 as factors must be an (a.) Even composite number

Step-by-step explanation:

Given:

2 & 37 are the factors of a number

To find:

type of number

Solution:

A composite number is a number that has more than two factors, while a prime number has 2 factors only

Here, we know that 37 & 2 are the factors of the number

So, the number can be 74......(multiplying the factors)

Now, as we see 74 is divisible by 2, and also several other tables

Thus, it will definitely be counted as a composite number

An even number that is divisible by the table of 2

Here, 74 satisfies both the conditions

So it will be an even composite number

Therefore the number with the factors 2 & 37 will be an even composite number

#SPJ3