Bezout's Theorem

[@discussionforum7161]

There are excellent humble and informative guys but hard to find . Nice man !

[@manueljenkin95]

Thank you very much sir for making this available for free.

[@MorganC-zz1bg]

Thank you for the excellent explanation.

[@MathwithMing]

Based on this presentation, shouldn’t the principle of continuity be stated as ‘ no. points of intersection remain constant as curves C and D vary continuously’?

[@armantavakoli7926]

This is a very nice explanation. Thanks for sharing it.

[@GordonHugenay]

Does anyone have a reference for a precise proof that uses this proof idea?

[@RUBIKMIND97]

what does it mean "no. point"? ( i mean the "no." before point)

[@DanielChanMaths]

"no." is just an abbreviation for "number of"

[@정대영-l1e]

Do we suppose f and g are polynomial?

[@gaulindidier5995]

정대영 yes

[@healthminister513]

Tysm

[@younusshaikh2180]

DJ ROCK'S 7