Question

simplify this expression: 12x^2y^3 over 3xy

Answer 1

you have to add the values to make it eaiser

Answer 2

That's\[\frac{12x^2y^3}{3xy}\]

Answer 3

\(\bf \cfrac{12x^2y^3 }{3xy}\implies
\cfrac{4\cdot 3\cdot x\cdot x\cdot y\cdot y\cdot y}{3\cdot x\cdot y}\)

Answer 4

anything we can cancel out from there? \(\bf \cfrac{12x^2y^3 }{3xy}\implies
\cfrac{4\cdot {\color{red}{ 3\cdot x}}\cdot x\cdot {\color{red}{ y}}\cdot y\cdot y}{{\color{red}{ 3\cdot x\cdot y}}}\quad ?\)

Answer 5

x,y,3

Answer 6

\[\frac{12x^2y^3}{3xy} = \frac{4 * \cancel{3} * \cancel{x} * x * \cancel{y} * y * y}{\cancel{3} * \cancel{x} * \cancel{y}} = \]