Question

Fully factorise 10k + 50

Answer 1

10(k + 5).

Explanation:

The expression you provided is a linear expression. To fully factorize it, we look for the greatest common factor (GCF) of the terms. The GCF of 10k and 50 is 10. So, we can factorize the expression as follows:

10k+50=10(k+5)

So, the fully factorized form of the expression is 10(k + 5).

Answer 2

10(k+5)

Explanation:

We find the GCF for both 10k and 50 but since 50 doesn't have a variable the GCF will be 10 since 10 can go into 50 5 times

The we divide both terms by 10

10k/10 = k

50/10 = 5

and add them together

k+5

And put 10 on the outside of the perinthesis

10(k+5)

hope this helps please let me know if you have questions