what is simplified form of (-3x^3y^2)(5xy^-1)
15x^2/y^2
-15x^3y^2
-15x^4y
15x^4y
The simplified form of (-3x^3y^2)(5xy^-1) is -15x^4y.
To simplify the expression (-3x^3y^2)(5xy^-1), use the distributive property of multiplication and combine like terms.
(-3x^3y^2)(5xy^-1) = (-3*5)(x^3*x)(y^2*y^-1)
Simplifying the coefficients: (-3*5) = -15
Simplifying the x terms: x^3 * x = x^(3+1) = x^4
Simplifying the y terms: y^2 * y^-1 = y^(2-1) = y^1 = y
Therefore, the simplified form of (-3x^3y^2)(5xy^-1) is -15x^4y.