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CALCUTTA BOOK HOUSE-QUADRATIC SURDS-Exercise -3.2
- (sqrt10 + sqrt18)/(sqrt18 - sqrt(3 - sqrt5)) =
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- If sqrt2x = sqrt((sqrt3 + 1)/(sqrt3 -1)), then x^(2) -x=
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- Rationalising factor of (root(3)(3) + root(3)(2)) is
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- If (4 + sqrt15)^((3)/(2)) + (4 - sqrt15)^((3)/(2)) =k. sqrt10, then k ...
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- If (sqrt(5 + 2sqrt6)- sqrt(5 - 2 sqrt6))/(sqrt(5 + 2 sqrt6)+ sqrt(5 - ...
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- The value of sqrt(2+sqrt(2+ sqrt(2….oo))) is
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- If x + 7 + 4 sqrt3, then sqrtx + (1)/(sqrtx) = 4
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- root(5)((32)/(243)) is a surd
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- show that (7)/(2^((1)/(2)) + 2^((1)/(4)) + 1) = 1 - 3.2^((1)/(4)) + 2....
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- Write which one is a rational number and which one is a surd : root(6)...
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- Express as like surds: root(6)(5), root(5)(6)
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- Express as complete surds: 3 sqrt2, 2 root(3)(4)
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- (a) If x gt a, y gt b and x + y = a + b, then find which one of (sqrtx...
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- If x and y are rational and if x (3 + 2 sqrt2) - y sqrt2 = y(5 -3 sqrt...
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- Rationalise the denominator: (a) (1)/(root(3)(3) + root(3)(2)), (b) ...
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- Evaluate: (a) sqrt((x^(3))sqrt( y sqrt(x^(3)sqrt(y....oo)))) ,
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- If 2x = a + sqrt((4b^(3) - a^(3))/(3a)) and 2y = a - sqrt((4b^(3) - a^...
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- If (sqrt(a + 2b) + sqrt(a - 2b))/(sqrt(a + 2b) - sqrt(a - 2b)) = sqrt3...
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- If x^((1)/(3)) + y^((1)/(3)) + z^((1)/(3)) = 0, then prove that (x + y...
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- If y - mx = sqrt(a^(2) m^(2) + b^(2)) and x + my = sqrt(a^(2) + b^(2) ...
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