SOLUTION: Determine the sample space illustrated in each situation below. An experiment consists of asking 2 parents if they are favor of two more years in the K-12 curriculum. Using "N"

Algebra.Com
Question 1189890: Determine the sample space illustrated in each situation below.
An experiment consists of asking 2 parents if they are favor of two more years in the K-12 curriculum. Using "N" for no. "Y" for yes and "U" for undecided

Answer by ikleyn(52905)   (Show Source): You can put this solution on YOUR website!
.
Determine the sample space illustrated in each situation below.
An experiment consists of asking 2 parents if they are favor of two more years
in the K-12 curriculum. Using "N" for no. "Y" for yes and "U" for undecided
~~~~~~~~~~~~~~

By coding the answers with letters N (for no), Y (for yes) and U (undecided),

the set of all 9 possible outcomes is the set of all words of the length 2 

written in 3-letter alphabet {N,Y,U}.


In all, there are   = 9 such words

     
    NN, NY, NU, YN, YY, YU, UN, UY, UU .



So, the sample space can be represented by these 9 words

Solved.



RELATED QUESTIONS

Determine the sample space illustrated in each situation below. Among the applicants... (answered by ikleyn)
An experiment consists of asking 2 politicians if they are in favor of former president... (answered by CPhill,ikleyn)
Determine the sample space illustrated in each situation below. A farmer has three... (answered by ikleyn)
An experiment consists of recording the number of pins knocked down on each roll during a (answered by FrankM)
Determine the size of the sample space for the experiment described below. Ten coins (answered by stanbon)
An experiment consists of tossing a coin, rolling a die and drawing a card from a... (answered by robertb)
An Experiment consists of rolling a die until a 6 is obtained (a) Find the sample space... (answered by mariapapavasili,ikleyn)
In an experiment, 8 balls numbered from 1 to 8 are in a bag A) write down the sample... (answered by ikleyn)
1. A random experiment consists of drawing a single card from a well-shuffled deck and... (answered by ikleyn)