Question
Download Solution PDF(x2 - y2) এবং (x - y) এর তৃতীয় সমানুপাতী কত হবে?
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDFপ্রদত্ত:
প্রথম সংখ্যা (a) = (x2 - y2)
দ্বিতীয় সংখ্যা (b) = (x - y)
অনুসৃত সূত্র:
তৃতীয় সমানুপাতী = {দ্বিতীয় সংখ্যা (b)}2/প্রথম সংখ্যা (a)
(x2 - y2) = (x - y) × (x + y)
গণনা:
তৃতীয় সমানুপাতী = (x - y)2/(x2 - y2)
⇒ {(x - y) × (x - y)}/{(x - y) × (x + y)}
⇒ \(\rm \frac{x-y}{x+y}\)
∴ সঠিক উত্তর হল \(\rm \frac{x-y}{x+y}\)
Last updated on Jul 21, 2025
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