Question

rewrite a*a*b*c*a*b using exponents

Answer 1

how many a's you got ?

Answer 2

3

Answer 3

so it is a^3
how many b's you got ?

Answer 4

2

Answer 5

We have 3 \(a\), 2 \(b\) and 1 \(c\) in that equation.
Therefore, instead of writing \(a*a*a\), we can just write \(a^3\)
Same thing with \(b*b\), we can just write as \(b^2\)
Therefore: \(a*a*a*b*b*c=a^3b^2c\)

Answer 6

so now we have a^3b^2
now how many c's you got ?

Answer 7

Ahsome is correct....a^3b^2c is the answer

Answer 8

Thank you @texaschic101 for giving a detail explanation :)