Name: 
 

Binomial Probability 3



 1 

In a game of chance, the probability of winning is mc001-1.jpg and the probability of losing is mc001-2.jpg.  If four games are played, the probability of winning exactly three games is
a)
mc001-3.jpg
c)
mc001-5.jpg
b)
mc001-4.jpg
d)
mc001-6.jpg
 

 2 

The probability that Laura wins a tennis match against Jennifer is mc002-1.jpg.  What is the probability that Laura wins exactly three of the next four matches she plays against Jennifer?
a)
mc002-2.jpg
c)
mc002-4.jpg
b)
mc002-3.jpg
d)
mc002-5.jpg
 

 3 

The probability of rolling exactly three 4’s in five rolls of a fair dice is
a)
mc003-1.jpg
c)
mc003-3.jpg
b)
mc003-2.jpg
d)
mc003-4.jpg
 

 4 

The probability of hitting a target is mc004-1.jpg.  What is the probability of hitting the target exactly once in four tries?
a)
mc004-2.jpg
c)
mc004-4.jpg
b)
mc004-3.jpg
d)
mc004-5.jpg
 

 5 

The probability of winning a game is mc005-1.jpg, then the probability of winning exactly 3 games out of 4 played is
a)
mc005-2.jpg
c)
mc005-4.jpg
b)
mc005-3.jpg
d)
mc005-5.jpg
 

 6 

If the probability that Mike will successfully complete a foul shot is mc006-1.jpg, what is the probability that he will successfully complete exactly three of his next four foul shots?
a)
mc006-2.jpg
c)
mc006-4.jpg
b)
mc006-3.jpg
d)
mc006-5.jpg
 

 7 

In basketball, Nicole makes 4 baskets for every 10 shots.  If she takes 3 shots, what is the probability that exactly 2 of them will be baskets?
a)
0.288
c)
0.600
b)
0.432
d)
0.960
 



 
Check Your Work     Start Over