Factorize 8!-5(7!)

A.4!7!
B.3-7!
C.4 x 7!
D.3! X 7!?

1 answer

As soon as you start to expand 8! you see it is 8x7!
Thus your expression becomes
8(7!) - 5(7!)
and now you can common factor out the 7!
So what do you think?
Similar Questions
  1. Key: logx= log base x1. Prove that: (logx64 +logx4 -logx8)/(logx1024) =1/2 2.factorize by grouping r^2s^2+3t^2+r^2t^2+3s^2
    1. answers icon 1 answer
    1. answers icon 3 answers
    1. answers icon 2 answers
    1. answers icon 3 answers
more similar questions