Question

2p is the factor of 8pq.
true are false ​

Answer 1

Answer:

true

Step-by-step explanation:

because

2p is the factor of 8pq.

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Answer 2

TRUE : "2p" is a factor of "8pq"

Factors and Multiples :

• A number "X" is said to be a factor of number "Y" if X exactly divides the number Y
• i.e. The remainder of the division of Y by X results to 0
• Also, if X is a factor Y, then Y is said to be a multiple of X.
• In general, If X is a factor of Y, the number Y can be represented in the form of :

                             $Y = X * a$. ( a is any integer )

Here, we have : $Y = 8pq$

The factorization of Y is :

              $Y = 8pq\\\\Y = 8 * p * q\\\\Y = 2*4*p*q\\\\Y = (2*p) *(4*q)\\\\Y = (2p) * (4q)\\\\Y = X * (4q)$

As Y can be represented in the form: $Y = X * a$, we can safely say that X is a factor of Y and Y is the multiple of X.

Hence, it is TRUE that "2p" is a factor of "8pq".

To learn more about Multiples and Factors, visit

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