What is #-4b^3*2b^5#?

1 Answer
Apr 9, 2017

-8b^8

Explanation:

#-4*b^3*2*b^5#
We can split this up to be
#(-4*2)*(b^3*b^5)#

That's not a necessary step, but grouping factors helps me understand what's going on :)

Because the bases are the same (they're both #b#) and multiplying, we just add the exponents

#-8*b^8#
#-8b^8#