Answer:
[tex](3xy^2)(4xy)(2xy)^3==96x^5y^6[/tex]
Step-by-step explanation:
Given : Expression [tex](3xy^2)(4xy)(2xy)^3[/tex]
To find : Simplify the expression?
Solution :
Step 1 - Write the expression
[tex](3xy^2)(4xy)(2xy)^3[/tex]
Step 2 - Opening the cube,
[tex]=(3xy^2)(4xy)(8x^3y^3)[/tex]
Step 3 - Open the first two parenthesis,
[tex]=(12x^2y^3)(8x^3y^3)[/tex]
Step 4 - Open the parenthesis,
[tex]=96x^5y^6[/tex]
Therefore, The solution of the expression is [tex](3xy^2)(4xy)(2xy)^3==96x^5y^6[/tex]
