Factors and Multiples

What is meant by factors and multiples?

Factorise $60$ as the product of primes and write all the factors in a table.

The sum of all the factors of $28$ is $56$

The third multiple of $7$ is _____

Identify the perfect number from the given options.

The perfect number below $50$:

The number of multiples of a given number is

According to the property of multiples:

According to the property of multiples, every number is a multiple of ______.

Choose the option that describe the properties of multiples.

Identify the first $5$ multiples of $18$

Identify the multiples of $15$

Choose the option that describe the properties of factors.

Choose the option that describe the properties of factors.

Identify the common factor of $6, 25, \text{and} 12$ 

Identify the factor that is common to every number.

The factor that is exact divisor of $12$ that gives quotient $6$.

The factor that is exact divisor of $72$ that gives quotient $12$.

When $300$ is represented as product of prime numbers in index form we get,

$12, 24, 36, 48,$ _____. What is the next multiple?