For the remaining problem please post again friend as HOMEWORKLIB RULES rules first question should be the answer when multiple questions are posted( i solved 19th question only ). If you have any doubt please comment friend and if you are satisfied with my solution please give me thumb up
19. Two symmetric dice have both had two of their sides painted red, two painted black,...
Two symmetric dice have had two of their sides painted red, three painted black, and the other one painted white. When this pair of dice is rolled, what is the probability that both dice land with the same color face up?
QUESTION 1 Two dice have two sides painted red, two sides painted white, one side painted yellow, and one side painted green Both dice are rolled. What is the probability that both are the same color? O 1/36 1038 O 26/30 O 1/0 O 1/18
Urn one contains two red, one black balls, urn two contains one red, three black balls, and urn three contains one red, one black balls. A student chooses urn one or urn two at random, and selects one ball from the chosen urn at random and transfers it into urn three. Then he draws a ball from urn three. Given that the ball he draws is red, what is the probability that the transferred ball is red?
6. There are 5 red balls and 7 blue balls in an urn. Two balls are drawn consecutively without replacement. What is the probability that the first ball drawn is red given that the second ball drawn is also red?
1.The two fair dice: black and red, with 6 sideS are rolled. WRITE A SAMPLE SPACE FOR AN EVENT DESCRIBED BELOW:“The sum of face up numbers 5”. 2. What is the probability that the sum of dace up numbers 5?
Two balls are chosen from an urn without replacement. 3 are black and 4 are white. Find a) the probability that both of the balls are the same color b) given that at least one of the balls is white, what is probability that the other ball is white?
Suppose the urn has 7 red balls and 3 black balls initially, as before; but now suppose that at each draw the color of the ball drawn is noted and the ball is replaced in the urn, together with another ball of the same color. Are the draws independent? Find P(R1),P(R2),and P(R3).
1) Suppose that three balls are sampled without replacement from an urn containing 5 red balls and 5 green balls. Find the probability that the sample contains at least one ball of each color 2.) Suppose that a pair of fair dice is rolled and that all 36 outcomes are equally likely. Calculate the probability that the second die lands on a number greater than the first.
13 yellow balls and 14 red balls are placed in an urn. Two balls are then drawn in succession without replacement. What is the probability that the first ball drawn is a red ball if the second ball drawn is yellow? a) 1.0000 b) 0.5556 c) 0.5385 d) 0.4815 e) 0.1378 f) None of the above.
this is the last problem. 6. A jar contains 5 red balls and 5 black balls. Two balls are successively drawn from the jar. After the first draw the color of the ball is noted, and then the selected ball is returned to the jar together with another ball of the opposite color. In other words, if a red ball is drawn it is returned to the jar together with another black ball; if black ball is drawn it is...