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UNITED BOOK HOUSE-Quadratic Surds-Exercise
- If a + b = sqrt5 and a - b = sqrt3, then the value of a^2 + b^2 is
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- The simple value of sqrt108 - sqrt75 is
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- If m = sqrtfrac(n)(n+1/2)and m = 1/2, then n =
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- If (5 + sqrt5) (5 - sqrt5) = 25 - x^2, then the value of x is
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- If sqrt5 + sqrt3 = a, then sqrt5 - sqrt3 =
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- If x + 1/x = sqrt3 then the value of x^6 is
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- Which one of root(3)(2), root(4)(3), root(6)(5) and root(12)(26) is gr...
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- If 2r = h + sqrth^2 + r^2, then r : h = (r ne 0)
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- x + y = (4)/(sqrt3) and x - y = (2)/(sqrt3), then the value of 4xy is
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- If x + y : sqrtxy = 4 : 1, then the ratio x : y =
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- Which of the numbers below is a surd?
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- sqrt507 in simplest from is equal to
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- 12sqrt48 + sqrt343 - 3sqrt112 - 4sqrt75 is equal to
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- 2sqrt10 times sqrt3 times 2sqrt2 is equal to
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- Rationalize denominator (1)/(1 - sqrt2 + sqrt3)
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- a and b are rational and sqrt48 - sqrt75 + sqrt16 =a + bsqrt3, then a,...
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- Find square root of x + y + z + 2 sqrt(yz) + 2sqrt(zx) + 2sqrt(xy)
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- Find the value of (x^3 - 7x^2 + 13x + 17) when x = 2 + sqrt3
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- Given x = 1 + sqrt2 + sqrt3, then find the value of (2x^4 - 8x^3 - 5x^...
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- Solve for x, when sqrt(2x^2 + 9) + sqrt(2x^2 - 9) = 9 + 3sqrt7
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