anonymous
  • anonymous
The probabilities of the top-selling menu item of the family restaurants in four towns being vegetarian and different types of non-vegetarian sandwiches are given in the table. Town Vegetable Sandwich Non-vegetarian Chicken Sandwich Non-vegetarian Ham Sandwich Non-vegetarian Bacon Sandwich Non-vegetarian Tuna Sandwich Town 1 6.63% 5.42% 7.05% 6.19% 5.91% Town 2 6.84% 7.11% 6.89% 5.69% 6.58% Town 3 5.97% 6.63% 5.72% 5.86% 5.79% Town 4 6.54% 5.86% 6.24% 6.24% 6.33% Total 6.24% 5.77% 6.03% 5.92% 6.27%% If a family restaurant in Town 2 has a non-vege
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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chestercat
  • chestercat
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anonymous
  • anonymous
Hi BSP!!!!!!!!!
anonymous
  • anonymous
lol
anonymous
  • anonymous
any answers?

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anonymous
  • anonymous
If a family restaurant in Town 2 has a non-vegetarian sandwich as its top-selling menu item, what is the probability that it is a tuna sandwich? 21.7% 25.0% 27.4% 62.7% 65.8%
anonymous
  • anonymous
ummmmmmm @paki @SolomonZelman
anonymous
  • anonymous
@zepdrix
anonymous
  • anonymous
@mukushla
anonymous
  • anonymous
@mathmate
anonymous
  • anonymous
Town/ Vegetable Sandwich/ Non-vegetarian Chicken Sandwich/ Non-vegetarian Ham Sandwich/ Non-vegetarian Bacon Sandwich/ Non-vegetarian Tuna Sandwich thats the order
anonymous
  • anonymous
this problem sucks
anonymous
  • anonymous
what grade are you in?
anonymous
  • anonymous
oh...
anonymous
  • anonymous
y
anonymous
  • anonymous
im in 7th
anonymous
  • anonymous
and im in honors so some of this stuff is easy to me but this one
anonymous
  • anonymous
this one is evil
mathmate
  • mathmate
@bsp50150 It's about conditional probability, which you probably just learned.
mathmate
  • mathmate
Hint: Focus on town 2: <------------ non-veg-----------> vege tuna Town 2 6.84% 7.11% 6.89% 5.69% 6.58% Total of all sandwiches = 33.11% (\(\Omega\)) total of all non-vege = 26.27 (N) % of tuna = 6.58 (T) Probability it's tuna(T) sandwich given that it's a non-vege(N) is given by the conditional probability P(T|N)=P(T\(\cap\)N)/P(N)

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