What is multiplicity and what does it mean for the zeros of a graph

[@michaelminissale1744]

Bless your soul. Covid online classes made this so hard to understand. You cleared this up for me. Thank you.

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[@MrViper7121]

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[@DarshanPatel_07]

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[@chloedegroff4833]

i’m having such a hard time in math during covid because it’s all online, you explained this so well THANK YOU

[@cassidyrobbins7895]

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[@cooperwoelky318]

thank you for this. my teacher is old school and is bad at explaining things... this really helped

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[@brianmclogan]

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[@goodfornothing9926]

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[@1kookz]

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[@crazykalo4301]

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[@kennediejackson1148]

If I had (x+4)(x-5) would the multiplicity be 1 and if I had (x+2)(x-3)(x+6) would the multiplicity still be 1?

[@SammyPlayzRoblox]

So if you had (x+4)(x-5) the invisible powers of 1 for each bracket would add up to equal 2 and if you had (x+2)(x-3)(x+6) the multiplicity would be 3

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[@kambam2336]

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[@timothyhartman7074]

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