mode of distribution of continuous random variable that has probability density function

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Mode of distribution
How to find the mode of distribution that has probability density function
Mode
Mode of continuous random variable X that has probability density
Mode of pdf
Continuous random variable
Continuous random variable X that has probability density function
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Simple and straight to the point. Great job

yeleigo
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Sorry, I'm confused. If x = 1, then wouldn't f(x) = 4(1-1)^2 = 0? Isn't the mode the highest value? So wouldn't x = 0 be the highest value because 4(1-0)^2 = 4 and f(x) decreases as x increases?

williamreynolds
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Fantastic, thank you for the video brother

KBhunterx
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Easy pizzy😂😂😂😂you made it easier than I thought lol

PrestigiaAuto
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Sir please can solve the mode of f(x)=Kx(3-x). because I have try to solve but I don't success

Pilot-iw
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thank you for the explanation, my friend really understand it.. anyway sorry 🤗

estherlesipin