Property 4 If a number is a factor of each of the two given numbers then it is factor of their difference.

Property 3 If number is a factor of each of the two given numbers then it is a factor of their sum.

Study the given statements carefully. State T for true and 'F' for false and select the correct option. (i) If a number is a factor of each of the given two numbers, then it must be factor of their a difference. (ii) If a number is divisible by another number, then it must be divisible by each of the factors of that number. (iii) If a number is divisible by another number, then it is also divisible by all the multiples of that number. (iv)No prime number other than 2 is even but every odd number is necessarily a prime number.

property 2 Every number is a factor of itself

Assertion: If 35 and 85 is divisible by 5, then, their sum 35 +85, is divisible by 5. Reason : If a number is a factor of two given numbers, then it is the factor of their sum.

A number is a _____ of each of its factor.

Property 1 is a factor of every number

factorize the following numbers into the prime factors 210

factorize the following numbers into the prime factors 120

factorize the following numbers into the prime factors 3315

factorize the following numbers into the prime factors 3465