Provide an appropriate response.Explain what is wrong with the statement below.It's quite a coincidence - the chance that I would have the birthday I do have is only 1/365.
What will be an ideal response?
It is true that the chance of having a birthday on any one particular day is quite small. However the chance of being born on some day is 1.
P(born Jan 1 or born Jan 2nd or born Jan 3rd or........) = P(born Jan 1st) + P(born Jan 2nd) + P(born Jan 3rd) + ....... = 
+ 
+ 
+ ....... = 1.
One has to be born on one of the 365 days of the year, and whichever day it turned out to be, one could afterwards say "what a coincidence".
You might also like to view...
Solve the inequality. Graph your solution on a number line, and write your solution in interval notation.6 ? 
? 12
A. 
, 
-  |  |
B.
-  |  |
C.
 ? |  |
D.
 ? |  |
Express the function in the form of 
.
Use the graph. Provide an appropriate response. Write numeric answers in standard form. 
Round the total pension income in 2005 to the nearest billion.
A. $241,000,000,000 B. $243,000,000,000 C. $242,000,000,000 D. $240,000,000,000
The Seedy Vin Company produces Riesling, Charbono, and Rose wines. There are three procedures for producing each wine (the procedures for production affect the cost of the final product). One procedure allows an outside company to bottle the wine; a second allows the wine to be produced and bottled at the winery; a third allows the wine to be estate bottled. The amount of wine produced by the Seedy Vin Company by each method is shown by the matrix [ W ]. Suppose the cost for each method of production is given by the matrix [ C ]. Find the cost of producing each of the three types of wine.
?
Hint: This is [ C ][ W ].
?
?
A. Riesling, 21; Charbono, 24; Rose, 48
B. Riesling, 22; Charbono, 27; Rose, 42
C. Riesling, 25; Charbono, 27; Rose, 48
D. Riesling, 22; Charbono, 23; Rose, 48
E. Riesling, 25; Charbono, 23; Rose, 42