Probability distribution - consumption of pigs











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If you eat $10$ pigs in $40%$ of the weeks, $7$ pigs in $27%$ of the weeks and $5$ pigs in $33%$ of the weeks while cooking $10$ pigs at the beginning of the week to have sufficient supply (the uneaten pigs are thrown out), what is the probability distribution of the weekly consumption of pigs?



Would it be $0.4 cdot 10+ 0.27 cdot 7+ 0.33 cdot 5$? Thank you.










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  • Welcome to MathSE. This tutorial explains how to typeset mathematics on this site. It seems to me that you are calculating the expected number of pigs that are consumed in a week.
    – N. F. Taussig
    Nov 25 at 10:27










  • Thank you. Yes, but I'm not sure if I should be multiplying the numbers or do a weighted average of them.
    – BreatheEasy
    Nov 25 at 18:14















up vote
0
down vote

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If you eat $10$ pigs in $40%$ of the weeks, $7$ pigs in $27%$ of the weeks and $5$ pigs in $33%$ of the weeks while cooking $10$ pigs at the beginning of the week to have sufficient supply (the uneaten pigs are thrown out), what is the probability distribution of the weekly consumption of pigs?



Would it be $0.4 cdot 10+ 0.27 cdot 7+ 0.33 cdot 5$? Thank you.










share|cite|improve this question
























  • Welcome to MathSE. This tutorial explains how to typeset mathematics on this site. It seems to me that you are calculating the expected number of pigs that are consumed in a week.
    – N. F. Taussig
    Nov 25 at 10:27










  • Thank you. Yes, but I'm not sure if I should be multiplying the numbers or do a weighted average of them.
    – BreatheEasy
    Nov 25 at 18:14













up vote
0
down vote

favorite









up vote
0
down vote

favorite











If you eat $10$ pigs in $40%$ of the weeks, $7$ pigs in $27%$ of the weeks and $5$ pigs in $33%$ of the weeks while cooking $10$ pigs at the beginning of the week to have sufficient supply (the uneaten pigs are thrown out), what is the probability distribution of the weekly consumption of pigs?



Would it be $0.4 cdot 10+ 0.27 cdot 7+ 0.33 cdot 5$? Thank you.










share|cite|improve this question















If you eat $10$ pigs in $40%$ of the weeks, $7$ pigs in $27%$ of the weeks and $5$ pigs in $33%$ of the weeks while cooking $10$ pigs at the beginning of the week to have sufficient supply (the uneaten pigs are thrown out), what is the probability distribution of the weekly consumption of pigs?



Would it be $0.4 cdot 10+ 0.27 cdot 7+ 0.33 cdot 5$? Thank you.







probability probability-distributions






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edited Nov 25 at 10:25









N. F. Taussig

43.1k93254




43.1k93254










asked Nov 25 at 10:15









BreatheEasy

63




63












  • Welcome to MathSE. This tutorial explains how to typeset mathematics on this site. It seems to me that you are calculating the expected number of pigs that are consumed in a week.
    – N. F. Taussig
    Nov 25 at 10:27










  • Thank you. Yes, but I'm not sure if I should be multiplying the numbers or do a weighted average of them.
    – BreatheEasy
    Nov 25 at 18:14


















  • Welcome to MathSE. This tutorial explains how to typeset mathematics on this site. It seems to me that you are calculating the expected number of pigs that are consumed in a week.
    – N. F. Taussig
    Nov 25 at 10:27










  • Thank you. Yes, but I'm not sure if I should be multiplying the numbers or do a weighted average of them.
    – BreatheEasy
    Nov 25 at 18:14
















Welcome to MathSE. This tutorial explains how to typeset mathematics on this site. It seems to me that you are calculating the expected number of pigs that are consumed in a week.
– N. F. Taussig
Nov 25 at 10:27




Welcome to MathSE. This tutorial explains how to typeset mathematics on this site. It seems to me that you are calculating the expected number of pigs that are consumed in a week.
– N. F. Taussig
Nov 25 at 10:27












Thank you. Yes, but I'm not sure if I should be multiplying the numbers or do a weighted average of them.
– BreatheEasy
Nov 25 at 18:14




Thank you. Yes, but I'm not sure if I should be multiplying the numbers or do a weighted average of them.
– BreatheEasy
Nov 25 at 18:14















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