Help with #6 please Grilled Sish) wild RiceProbability Example #2:Ocer FONIST, grilled fish, or vegetable pasta. Your side choices are mashed potatoes, wild rice, or a samd.1. HowKHow many possible entrée and side combinations do you have to choose from?2. List the sample space of all possible meal combinations:Galled CishGrilled Sisveg Pasta/ SaladVeg pasta/wild emashed potoeswild RiceGrilled Sish Salodmashed potataenwild RiceSaladBeef RoastBeef RoastVeg Pasta) mashepotoBeef Roastfried Chicken mashed potatoeefried Chicken Jwild Recefried chicken salad3. If someone randomly chose there entrée and side, what is the probability they are having grilled fish andwild rice?124. If someone randomly chose there entrée and side, what is the probability they are having fried chicken asreachiclentheir entrée?Resica(4,1)-4fricds120133335. If someone randomly chose there entrée and side, what is the probability they are having beef roast or asalad?(1'e1)2=0,58336. If someone randomly chose there entrée and side, what is the probability they are not having a mashedpotatoes?

Answered: 6. If someone randomly chose there…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Help with #6 please

Grilled Sish) wild Rice
Probability Example #2:
Ocer FONIST, grilled fish, or vegetable pasta. Your side choices are mashed potatoes, wild rice, or a samd.
1. How
KHow many possible entrée and side combinations do you have to choose from?
2. List the sample space of all possible meal combinations:
Galled Cish
Grilled Sis
veg Pasta/ Salad
Veg pasta/wild e
mashed potoes
wild Rice
Grilled Sish Salod
mashed potataen
wild Rice
Salad
Beef Roast
Beef Roast
Veg Pasta) mashe
poto
Beef Roast
fried Chicken mashed potatoee
fried Chicken Jwild Rece
fried chicken salad
3. If someone randomly chose there entrée and side, what is the probability they are having grilled fish and
wild rice?
12
4. If someone randomly chose there entrée and side, what is the probability they are having fried chicken as
reachiclen
their entrée?
Resica
(4,1)-4
fricds
12
013333
5. If someone randomly chose there entrée and side, what is the probability they are having beef roast or a
salad?
(1'e1)
2=0,5833
6. If someone randomly chose there entrée and side, what is the probability they are not having a mashed
potatoes?

Expert Solution

Concepts

Combination:

Combination is nothing but the number of ways to choose r distinct objects from n(>r) distinct objects such that the sequence in which a selection is made does not matter. It is given by the formula $(\begin{matrix} n \\ r \end{matrix}) = \frac{n!}{(n - r)! r!}$ .

Probability:

For any event A, the classical definition of probability defines the probability of its occurrence, denoted by P(A), as the ratio $\frac{n (A)}{N}$ , where N denotes the number of elementary events in the sample space and n(A) denotes the number of elementary events favorable to event A.

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