Answer:
2(x-y)² - 9(x-y) + 10 = (x-y-2) & (2x-2y-5)
Step-by-step explanation:
➺ 2(x-y)² - 9(x-y)² + 10
➺ 2(x-y)² - 4(x-y) - 5(x-y) + 10
➺ 2(x-y) × (x-y-2) - 5(x-y) + 10
➺ 2(x-y) × (x-y-2) - (x-y-2)
➺ (x-y-2) × [2(x-y)-5]
➺ (x-y-2) (2x-2y-5)
[tex]\star{\tiny{\underline{\boxed{\bf 2(x-y)^2 - 9(x-y) + 10 = (x-y-2) and (2x-2y-5) are \: factors}}}}[/tex]
Hence, Factors are (x-y-2) & (2x-2y-5).
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Answers & Comments
Answer:
2(x-y)² - 9(x-y) + 10 = (x-y-2) & (2x-2y-5)
Step-by-step explanation:
➺ 2(x-y)² - 9(x-y)² + 10
➺ 2(x-y)² - 4(x-y) - 5(x-y) + 10
➺ 2(x-y) × (x-y-2) - 5(x-y) + 10
➺ 2(x-y) × (x-y-2) - (x-y-2)
➺ (x-y-2) × [2(x-y)-5]
➺ (x-y-2) (2x-2y-5)
[tex]\star{\tiny{\underline{\boxed{\bf 2(x-y)^2 - 9(x-y) + 10 = (x-y-2) and (2x-2y-5) are \: factors}}}}[/tex]
Hence, Factors are (x-y-2) & (2x-2y-5).