Showing posts with label miscellaneous equations. Show all posts
Showing posts with label miscellaneous equations. Show all posts
Tuesday, April 4, 2017

miscellaneous equation

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1 comment:

miscellaneous equation

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miscellaneous equations

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miscellaneous equations NSEJS

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Tuesday, August 30, 2016

NSEJS - exam paper

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Saturday, June 20, 2015

Singapore Maths Olympiad

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If it is known that the roots of the equation are all integers, how many distinct roots does the equation have? x 5 + 3x 4 – 4044118x...
Saturday, June 13, 2015

miscellaneous example

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Find the integral  roots of the equation: x 3  +8x 2 + 13x + 6 = 0 show  { √5 + 2} 1/3 - { √5 - 2} 1/3 = 1

Find the integral roots of the equation:

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Find the integral  roots of the equation: x 3  - 10x 2 + 27x - 18 = 0

Find the roots of the equation:

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Find the roots of the equation: y 4   - 2y 3 - 21y 2 +22y + 40 = 0

Find the integral roots of the equation:

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Find the integral  roots of the equation: x 4   + 4x 3 + 8x + 32 = 0

Finding the Rational roots for the equation:

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Find the Rational roots for the equation: 32 y 3 - 6y - 1 = 0

Rational roots for the equation

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Find the Rational roots for the equation: 6y 3 -11y 2 + 6y - 1 = 0
Friday, June 12, 2015

finding rational roots of polynomial

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Find the Rational roots for the equation: 96y 3 -16y 2 -6y + 1 = 0

finding rational roots of polynomial

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Find the Rational roots for the equation: y 4 – (40/3)y 3 + (130/3)y 2 -40y + 9 = 0

finding rational roots

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Find the Rational roots for the equation: 24y 3 -2y 2 -5y + 1 = 0
Sunday, August 24, 2014

miscellaneous equation

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If α and β are the complex cube roots of unity, and x = a + b, y = aα+ bβ and z = aβ + bα, then the value of xyz =...........................
Wednesday, August 6, 2014

miscellaneous equations,

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Solve for x: 3x 2 - 4√(3x 2 – 4x + 1) = 4x – 4 
1 comment:

miscellaneous equations

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solve for x: √x + √{x - √(1 – x)} = 1

miscellaneous equations

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Find the real values of x, y and z for the equations x + y = 2 xy -  z 2   = 1 IIT 72

miscellaneous equations

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Solve for x, y and z xy + x + y = 23 xz + z + x = 41 yz + y + z = 27 IIT