The simplified form of the expression is [tex]\rm 96x^6y^5[/tex].
Given
Simplify (4x2y)(3xy)(2xy)3.
What is multiplication?
Multiplication, one of the four basic operations of arithmetic, gives the result of combining groups of equal sizes.
Therefore,
The simplified form of the expression is;
[tex]\rm = (4x^2y)\times (3xy) \times (2xy)^3\\\\= (4x^2y)\times (3xy) \times (2xy)\times (2xy)\times (2xy)\\\\= (4x^2y)\times (3xy) \times 8x^2y^3\\\\= (4x^2y)\times 24x^3y^4\\\\= 96x^6y^5[/tex]
Hence, the simplified form of the expression is [tex]\rm 96x^6y^5[/tex].
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