1. E V E N Probability - Dependent Events P(E, consonant) = P(V, N) =
A. Review: Independent Events
Find the probability of selecting an "E" and then a 
consonant with replacement. E V E N
P(E, consonant) =
Find the probability of selecting a "V" and then a "N" with 
replacement
P(V, N) =

2. B. Dependent Events Definition: When one event does affect another
event. Again multiply the individual
probabilities together.

3. E V N E Sample Problems:(without replacement)
1.) Find each probability if you select a card,
do not replace it, then pick a second card. E V E N
a.) P(E, consonant) =
b.) P(V, N) =
c.) P (vowel, V)

4. 2.) Find each probability if you select a card,
do not replace it, then pick a second card. T R I G O N O M E T R Y
a.) P(vowel, consonant) =
b.) P(R, O) =
d.) P(Vowel, Y) =
c.) P(T, M) =
e.) P(O, consonant) =

5. 3.) Five girls and four boys volunteer to represent their 
class at a school function. The teacher selects one name 
and then another from a bag containing their names. 
What is the probability that both representatives will be 
girls?

6. P R E A L G E B R A Demonstrate Understanding: a.)P(E, A) =
Find the probability if you select a card,
do not replace it, then pick a second card. P R E A L G E B R A
a.)P(E, A) =
b.)P(vowel, R) =
c.)P(L, G) =
d.)P(consonant, vowel) =