Mister Exam
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How to use it?
- Canonical form:
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sqrt(6)*x=2*sqrt(6)+sqrt(35-y)
- x^2+y^2-6x+4y-12=0
- 6x1^2-3x2^2-3x3^2
- 4𝑥1𝑥3−6𝑥2𝑥4
- Plot:
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x^2+4y^2
- z=3/sqrt(x^2+y-9)
- tan(sin(e−1x))−x=0
- (9,27-(x+y+z))*x*y*z=9,27
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Identical expressions
- sqrt(six)*x= two *sqrt(six)+sqrt(thirty-five -y)
- square root of (6) multiply by x equally 2 multiply by square root of (6) plus square root of (35 minus y)
- square root of (six) multiply by x equally two multiply by square root of (six) plus square root of (thirty minus five minus y)
- √(6)*x=2*√(6)+√(35-y)
- sqrt(6)x=2sqrt(6)+sqrt(35-y)
- sqrt6x=2sqrt6+sqrt35-y
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Similar expressions
- x=-sqrt6x
- (1+4sqrt6)x^2+2sqrt6xy
- (sqrt(6x))=2*(sqrt(6))+(sqrt(35-y))
- sqrt(6)*x=2*sqrt(6)-sqrt(35-y)
- x1^2+x2^2-2x3^2-14x1x2+2sqrt(6)x1x3+2sqrt(6)x2x3
- x^2+5y+z^2+2xy+6xz+2yz+6*sqrt(6)x+12*sqrt(6)y+6*sqrt(6)z+108=0
- sqrt(6)*x=2*sqrt(6)+sqrt(35+y)
sqrt(6)*x=2*sqrt(6)+sqrt(35-y) canonical form
The teacher will be very surprised to see your correct solution 😉
The solution
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________ ___ ___ - \/ 35 - y - 2*\/ 6 + x*\/ 6 = 0
$$\sqrt{6} x - \sqrt{- y + 35} - 2 \sqrt{6} = 0$$
sqrt(6)*x - sqrt(35 - y) - 2*sqrt(6) = 0
The graph