if root 5+ root 3/root5-root3=a-root15b find a and b
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√5 + √3 / √5 - √3 = a + √15b
Rationalising the denominator ; Multiplying denominator and numerator by √5 + √3
(√5 + √3)² / (√5)²-(√3)² = a + √15b
5 + 3 + 2√15 / 5- 3 = a + √15b
8+2√15 / 2 = a + √15b
4 + √15 = a + √15 b.
So,
Comparing equations,
We get a = 4 , b = 1 .
Hope helped!
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