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https://padlet.com/eallman1/otbt285qzbv7

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yes... sometimes he is referred to as "the greatest mathematician since antiquity".
https://en.wikipedia.org/wiki/Carl_Friedrich_Gauss

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I am very confused

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What is counted with multiplicity? Degree n?

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hard to understand

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Gauss is very smart.

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what is a complex root and a complex coefficient?

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What is a complex root?

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what are complex roots and coefficients?

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what is a complex root

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Has to be Non-constant

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For something "Fundamental" I feel like it should be put in simpler terms so everyone can understand it.

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What does complex mean?

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What is a complex root?

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That's a lot of COMPLEXity.

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The theorem is extremely specific; it only includes non-zero, single-variable, degree n polynomials with complex coeffiecients (counted with multiplicity).

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Counted with multiplicity?

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Carl Friedrich Gauss seems like a pretty smart guy

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Really wordy and specific

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sounds very complicated with many specific parts

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Complex coefficients? As in i?

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The theorem only applies to  non-constant polynomials.

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it is very complex and hard to understand

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confusing

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many words, very confusing

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it looks confusing and complicated

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"Fundamental" certainly makes it sound important!