multiply (3xy-5x²) (1/5x²+1/3y²) with steps
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= (3x2y – 5xy2) × (1/5x2 + 1/3y2)
= 3x2y (1/5x2 + 1/3y2) – 5xy2 (1/5x2 + 1/3y2)
= 3/5x4y + 3/3x2y3 – x3y2 + 5/3xy4
= 3/5x4y + x2y3 – x3y2 + 5/3xy4
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