Geometry 13.3b, Probability of Dependent Events & Conditional Probability

An explanation that events are dependent if the occurrence of one event affects the probability of the other event. We use a tree diagram to show the probabilities for choosing two gems from a bag containing two pink and one blue. We find the probability of dependent events by using conditional probability, the probability of B given that A has occurred P(A and B) = P(A) ∙ P(B│A). We find the dependent probability that pink and blue number cubes are rolled in which the pink cube shows a 1 and the sum of the two cubes is less than four. We find the probability that a blue cube shows a multiple of 3 and the sum of the two cubes is 8.

Geometry 13.3a, Probability of Independent Events


Algebra 2 Chapter 15, Counting and Probability


High School Geometry Playlist


FOLLOW ME:
TWITTER
FACEBOOK Message me!
MINDS Minds.com/joannsschool

SUPPORT MY WORK:
PATREON
YOUTUBE FAN FUNDING
PAYPAL paypal.me/JoAnnsSchool

probability,dependent events,conditional,b given that a,occurred,P(A and B),P(A),dice,die,number cube,sum,multiply,outcomes,joanns school,joann's school,geometry,high school,math,maths,examples,solve,solution,answer,lessons,online,free,home,school,video,class,course,explain,how,what,GED,13.3b,