If x=[√(m+n) + √(m+n)]÷[√(m+n) - √(m+n)]
Then find value of nx^2 - 2mx + n
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Answer:If x = square root of (m+n)+square root of (m-n)/square root of (m+n)-square root (m-n), where n which isn't equal 0 , then find the value of nx^2 - 2mx + n.
squaring both sides
(nx-m)² = m² - n²
=> n²x² + m² - 2mnx = m² - n²
=> n²x² - 2mnx = - n²
Diving by n both sides
=> nx² - 2mx = - n
=> nx² - 2mx + n = 0
Step-by-step explanation:
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