SOLUTION: The probability experiment is to roll a pair of fair, labeled dice. The sample space for this experiment has 36 equally likely outcomes. Let Z=product of the "pips" on the uptu

Algebra.Com
Question 414064: The probability experiment is to roll a pair of fair, labeled dice. The sample space for this experiment has 36 equally likely outcomes.
Let Z=product of the "pips" on the upturned faces of the pair of dice. So, for instance, if you rolled a (6,4) or a (4,6) then Z=24
A. P[Z=4 or Z=12]
B. P[Z less than or equal to 14]
C. P[Z is an even number]
D. P[Z is no more than 20]
E. P[Z is at least 26]

Answer by ewatrrr(24785)   (Show Source): You can put this solution on YOUR website!

Hi, recommend checking the count
A. P[Z=4 or Z=12] = 3/36 + 4/36
B. P[Z less than or equal to 14] = 1 - 13/36
C. P[Z is an even number] = 1 - 4/36
D. P[Z is no more than 20] = 1 - 5/36
E. P[Z is at least 26] = 3/36
__1__2__3__4__5__6
1|_1__2__3__4__5__6
2|_2__4__6__8_10_12
3|_3__6__9_12_15_18
4|_4__8_12_16_20_24
5|_5__10_15_20_25_30
6|_6__12_18_24_30_36

RELATED QUESTIONS

We roll a fair die twice describe a sample space and a probability distribution P to... (answered by rothauserc)
Use the sample space shown in the figure to find the probability for the experiment of... (answered by ewatrrr)
1. A random experiment consists of drawing a single card from a well-shuffled deck and... (answered by ikleyn)
For the experiment of rolling a pair of dice, what is the probability that the sum of... (answered by stanbon)
An experiment consists of recording the number of pins knocked down on each roll during a (answered by FrankM)
5. A random experiment consists of tossing three fair coins and recording whether each... (answered by Boreal)
Two dice both four sided and fair are rolled simultaneously and the product of the two... (answered by Boreal)
1. For this lab assignment, the experiment is to roll a fair die twice. If the random... (answered by stanbon)
1. Consider an experiment that consists of rolling a pair of dice. There are 36 possible (answered by Fombitz)