Question: A card is drawn from a deck and replaced. A second card is drawn from the deck. Find the probability that the first card was

A card is drawn from a deck and replaced. A second card is drawn from the deck. Find the probability that the first card was a King, and the second card was a Club.

A card is drawn from a deck and replaced. A Topic: Topic 3 DT 4 *Chat Thread F C 2% iowacentral.instructure.com/courses/12175/discussion_topics/380228?module_item_id=2157473 Finish update : YouTube Maps M Gmail lowa Central Com... Canvas All Bookmarks E MAT1578W8525FA Discussions Topic 3 DT 4 8W8525FA Difference Between Independent Events and Dependent Events Home The difference between independent events and dependent events is discussed in the table below. 2 Modules Announcements Independent Events Dependent Events ALEKS 1.3 Independent events are events that are not Dependent events are events that are affected by the occurrence of other events. Office 365 affected by the occurrence of other events. Lucid (Whiteboard) The formula for the Independent Events is, The formula for the Dependent Events is. Zoom P(AnB)=P(A) .P(B) P(AnB)=P(A) -P(BIA) Examples of Independent Events are, Examples of Dependent Events are, Tossing one coin was not affected by The probability of finding a red ball Confirr the tossing of other coins from a box of 4 red balls and 3 green Online . Raining for a day and getting six in dice balls changes if we take out two balls Course are independent events. from the box. 10 1. A coin is flipped and a die is rolled. Find the probability of getting a head on the coin and an even number on the die. 2. A card is drawn from a deck and replaced. A second card is drawn from the deck. Find the probability that the first card was a King, and the second card was a Club. 3 . A box contains red chips and green chips. A person selects two chips without replacement. If the probability of selecting a (green chip and a white chip) is 14 and the probability of selecting a red chip on the first draw is 3/8, find the probability of selecting the green chip on the second draw, given that the first chip selected was a red chip. Next -1 Previous

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