Answer:
solution
given a=1_9k and b=j+k
Now,ab=(1_9k)(j+k)
=1((j+k)-9k(j+k)
=j+k_9jk-9k^2
=k_9k^2+j_9jk
=k((1_9k)+j(1_9k)
=(1_9k)(k+k)
Answer: each person would get 1.75 each
Step-by-step explanation:
devide 7.00 by 4
I think it's 12 because here it comes out
Answer is 3(x^2 + 9), when factored.
