Two cards are dealt without replacement from a well-shuffled deck of cards. Find the probability of each event.
The first card is a club.
1/4
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Which of the following integers fulfill the following conditions: For n = an integer, n < –2 or
n 
1?
?
A.
?n = –3, n = 1
B.
?n = –1, n = 1
C.
?n = –4, n 
1
D.
n?–2, n = 0
E.
?–2 < n< 1
Find the probability.If a fair coin is tossed three times, find the probability of getting heads on the first toss and tails on the second and third tosses.
A. 
B. 
C. 
D. 
Find an approximation of the sum of the series accurate to two decimal places.
 FIGURE 1.png)
Solve the problem.A domed ceiling is a parabolic surface. For the best lighting on the floor, a light source is to be placed at the focus of the surface. If 5 m down from the top of the dome the ceiling is 4 m wide, find the best location for the light source.
A. 0.6 m down from the top B. 0.8 m down from the top C. 0.4 m down from the top D. 0.2 m down from the top