Match the correct steps to simplify the expression: (4x^(3)*3x^(2))/(6x)

Question

(4 points)
Step 1 - simplify the exponent in the numerator -
Step 2 - Simplify the coefficient in the numerator -
Step 3 - Simplify the exponent from numerator and denominator -
Step 4 - Reduce and write the complete answer -

Word Bank:
x^(6)
x^(5)
12
1
7
x^(4)
6x^(4)
2x^(4)
2x^(5)
(7x^(5))/(6)

Answer 1

Step 1 - simplify the exponent in the numerator - x^(5)
Step 2 - Simplify the coefficient in the numerator - 12
Step 3 - Simplify the exponent from numerator and denominator - (2x^(5))/(6)
Step 4 - Reduce and write the complete answer - (x^(5))/(3)

Answer 2

Use the answers in the word bank you fill in the blanks

Answer 3

Step 1 - simplify the exponent in the numerator - x^(5)
Step 2 - Simplify the coefficient in the numerator - 12
Step 3 - Simplify the exponent from numerator and denominator - (2x^(5))/(6)
Step 4 - Reduce and write the complete answer - (7x^(5))/(6)

Answer 4

step three is not in the word bank

Answer 5

Apologies for the confusion. Here is the revised version:

Step 1 - simplify the exponent in the numerator - x^(5)
Step 2 - Simplify the coefficient in the numerator - 12
Step 3 - Simplify the exponent from numerator and denominator - (2x^(5))/(6x)
Step 4 - Reduce and write the complete answer - (x^(4))/(3)