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(4xy^(-2))/(-3yx^(2)*-2y^(0))

4xy−2−3yx2⋅−2y0 \frac{4 x y^{-2}}{-3 y x^{2} \cdot-2 y^{0}}

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Full solution

Q. 4xy−2−3yx2⋅−2y0 \frac{4 x y^{-2}}{-3 y x^{2} \cdot-2 y^{0}}
  1. Simplify Denominator: First, simplify the denominator by multiplying the constants and variables.\newline−3×−2×yx2×y0=6x2y-3 \times -2 \times yx^2 \times y^0 = 6x^2y
  2. Divide Numerator: Next, simplify the expression by dividing the numerator by the simplified denominator.\newline(4xy−2)/(6x2y)(4xy^{-2}) / (6x^2y)\newline= (4/x2y3)(4/x^2y^3)

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