(5x²+25y+4y²) (2x²-2xy+3y²)
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Step-by-step explanation:
5x²(2x²-2xy+3y²)+25y(2x²-2xy+3y²)+4y²(2x²-2xy+3y²)
10x⁴-10x³y+15x²y²+50x²y-50xy²+75y³+8x²y²-8xy³+12y⁴
=10x⁴-10x³y+23x²y²+50x²y-50xy²+75y³-8xy³+12y⁴
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Answer:
Step-by-step explanation:
AreaofRectangle=(5x
2+25xy+4y 2 )(2x 2 −2xy+3y 2 ) =10x 4 −10x 3 y+15x 2 y 2 +50x 3 y−50x 2 y 2 +75xy3 +8x 2y 2 −8xy3 +12y 4 =10x 4 +12y4 +40x 3 y−27x 2 y 2 +67xy 3
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