Polynomial End Behavior Quiz

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Test polynomial end behavior understanding.

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Lobna Roshdy Abd-Elaziz Elbrolesy

Saudi Arabia

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Polynomial End Behavior Quiz


Polynomial End Behavior QuizVersion en ligne Test polynomial end behavior understanding. par Lobna Roshdy Abd-Elaziz Elbrolesy 1 Which factors determine a polynomial's end behavior? a Degree and leading coefficient b Number of roots c Middle coefficient d Constant term 2 A polynomial with even degree and positive leading coefficient opens which way at both ends? a Downward b Rightward c Upward d Leftward 3 If the leading coefficient is negative and degree odd, the graph ends how? a Up on the left, down on the right b Down on the left, up on the right c Both ends down d Both ends up 4 Leading term determines the graph's what at infinity? a End behavior b Symmetry c Periodicity d x-intercepts 5 What happens when the degree is odd with negative LC? a Left end down, right end up b Both ends up c Left end up, right end down d Both ends down 6 Even degree with positive LC implies both ends: a Left-right alternating b Downward c Upward d Flat ends 7 Which term most influences end behavior for large \|x\|? a Leading term b Cubic term c Constant term d Coefficient of x 8 If the graph ends upward on both sides, the degree is: a Odd and LC negative b Even and LC negative c Even and LC positive d Odd and LC positive 9 For a polynomial with LC positive and even degree, ends go: a Downward on both sides b Flat ends c Upward left, downward right d Upward on both sides 10 A negative leading coefficient with even degree makes ends: a One up, one down b Flat ends c Downward on both sides d Upward on both sides

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Polynomial End Behavior Quiz

Test

À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

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Polynomial End Behavior QuizVersion en ligne

par Lobna Roshdy Abd-Elaziz Elbrolesy

Which factors determine a polynomial's end behavior?

A polynomial with even degree and positive leading coefficient opens which way at both ends?

If the leading coefficient is negative and degree odd, the graph ends how?

Leading term determines the graph's what at infinity?

What happens when the degree is odd with negative LC?

Even degree with positive LC implies both ends:

Which term most influences end behavior for large |x|?

If the graph ends upward on both sides, the degree is:

For a polynomial with LC positive and even degree, ends go:

A negative leading coefficient with even degree makes ends: