Mister Exam
Other calculators
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- Canonical form of a imaginary ellipsoid
- Canonical form of a degenerate ellipse
- Canonical form of a parabola
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How to use it?
- Canonical form:
- (2)x^2+(-2)xy+(2)y^2+(-2)x+(-2)y+1=0
- 25x^2-120xy+144y^2-242x-298y+491=0
- x^2/6-y^2/5+z^2-1=0
- 3x^2+3y^2-18x-18y+51=0
- Plot:
- 3*x-84*y=54
- y=1/3*x^3-2*x^2
- x^2*(y-x^2/3)^2=1
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0=-x^6-2(1-4y^2)xy-2(1-y^2)y^4
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Identical expressions
- x^ two +5y+z^ two +2xy+ six xz+2yz+ six *sqrt(six)x+ twelve *sqrt(six)y+ six *sqrt(6)z+ one hundred and eight = zero
- x squared plus 5y plus z squared plus 2xy plus 6xz plus 2yz plus 6 multiply by square root of (6)x plus 12 multiply by square root of (6)y plus 6 multiply by square root of (6)z plus 108 equally 0
- x to the power of two plus 5y plus z to the power of two plus 2xy plus six xz plus 2yz plus six multiply by square root of (six)x plus twelve multiply by square root of (six)y plus six multiply by square root of (6)z plus one hundred and eight equally zero
- x^2+5y+z^2+2xy+6xz+2yz+6*√(6)x+12*√(6)y+6*√(6)z+108=0
- x2+5y+z2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- x2+5y+z2+2xy+6xz+2yz+6*sqrt6x+12*sqrt6y+6*sqrt6z+108=0
- x²+5y+z²+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- x to the power of 2+5y+z to the power of 2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- x^2+5y+z^2+2xy+6xz+2yz+6sqrt(6)x+12sqrt(6)y+6sqrt(6)z+108=0
- x2+5y+z2+2xy+6xz+2yz+6sqrt(6)x+12sqrt(6)y+6sqrt(6)z+108=0
- x2+5y+z2+2xy+6xz+2yz+6sqrt6x+12sqrt6y+6sqrt6z+108=0
- x^2+5y+z^2+2xy+6xz+2yz+6sqrt6x+12sqrt6y+6sqrt6z+108=0
- x^2+5y+z^2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=O
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Similar expressions
- x^2+5y-z^2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- x^2+5y+z^2+2xy-6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- x^2+5y+z^2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y-6*sqrt(6)z+108=0
- x^2+5y+z^2+2xy+6xz-2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- x^2+5y+z^2-2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- x^2+5y+z^2+2xy+6xz+2yz-6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- x^2+5y+z^2+2xy+6xz+2yz+6*sqrt(6)x-12*sqrt(6)y+6*sqrt(6)z+108=0
- x^2+5y+z^2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z-108=0
- x^2-5y+z^2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
x^2+5y+z^2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0 canonical form
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The solution
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2 2 ___ ___ ___ 108 + x + z + 5*y + 2*x*y + 2*y*z + 6*x*z + 6*x*\/ 6 + 6*z*\/ 6 + 12*y*\/ 6 = 0
$$x^{2} + 2 x y + 6 x z + 6 \sqrt{6} x + 2 y z + 5 y + 12 \sqrt{6} y + z^{2} + 6 \sqrt{6} z + 108 = 0$$
x^2 + 2*x*y + 6*x*z + 6*sqrt(6)*x + 2*y*z + 5*y + 12*sqrt(6)*y + z^2 + 6*sqrt(6)*z + 108 = 0