Simplify:
x5 ÷ (x2 x y2) x y3
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x5÷(x2×y2)×y3=x5x2y2×y3=x(5−2)y2×y3=x3y2×y3=x3y3y2=x3y3−2=x3y1x^5 ÷ (x^2 \times y^2) \times y^3\\[1em] = \dfrac{x^5}{x^2y^2} \times y^3\\[1em] = \dfrac{x^(5-2)}{y^2} \times y^3\\[1em] = \dfrac{x^3}{y^2} \times y^3\\[1em] = \dfrac{x^3y^3}{y^2}\\[1em] = x^3y^{3-2}\\[1em] = x^3y^1\\[1em]x5÷(x2×y2)×y3=x2y2x5×y3=y2x(5−2)×y3=y2x3×y3=y2x3y3=x3y3−2=x3y1
Hence, x5 ÷ (x2 ×\times× y2) ×\times× y3 = x3y
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3x−[4x−3x−5y‾−3{2x−(3x−2x−3y‾)}]3x - [4x - \overline{3x - 5y} - 3{2x - (3x - \overline{2x - 3y})}]3x−[4x−3x−5y−3{2x−(3x−2x−3y)}]
a5 ÷ a3 + 3a x 2a
(x5 ÷ x2) x y2 x y3
(y3 - 5y2) ÷ y x (y - 1)