Mister Exam

Lang:

How to use it?
Canonical form:
3x^2+0xy+4y^2-6x+16y+7=0
6y^2-10x-6y-31=0
(-x+1)^2+(3-y)^2/2^2=1
852
Plot:
(-1-(107*(m^2-w^2+5*m+6)-(107*m+210)*(2*m+5))/((m^2-w^2+5*m+6)^2+w^2*(2*m+5)^2))=0
z=x*y-x^2-2*y^2+x+10*y-8
y^2=4*a*x
y^2=x*y-2
Identical expressions
(two xy^ three)^2*16x^5y/(4x^2y)^ three
(2xy cubed ) squared multiply by 16x to the power of 5y divide by (4x squared y) cubed
(two xy to the power of three) squared multiply by 16x to the power of 5y divide by (4x squared y) to the power of three
(2xy3)2*16x5y/(4x2y)3
2xy32*16x5y/4x2y3
(2xy³)²*16x⁵y/(4x²y)³
(2xy to the power of 3) to the power of 2*16x to the power of 5y/(4x to the power of 2y) to the power of 3
(2xy^3)^216x^5y/(4x^2y)^3
(2xy3)216x5y/(4x2y)3
2xy3216x5y/4x2y3
2xy^3^216x^5y/4x^2y^3
(2xy^3)^2*16x^5y divide by (4x^2y)^3

(2xy^3)^2*16x^5y/(4x^2y)^3 canonical form

The teacher will be very surprised to see your correct solution 😉

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   4    
x*y  = 0

$$x y^{4} = 0$$

x*y^4 = 0

The graph