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A standard deck of cards (without Jokers) has 52 cards. Of these, 13 cards are red diamonds, 13 are red hearts, 13 are black spades, and 13 are black clubs. You draw a card at random, look at it, and replace it. Then you randomly draw a second card. Calculate the probability of having drawn two spades in a row. Round to the nearest hundredths place if a fraction. The probability is: .06 .01 25 .5 the correct probability is a value not listed in alternatives "a" through "d"

A standard deck of cards (without Jokers) has 52 cards. Of these, 13 cards are red diamonds, 13 are red hearts, 13 are black spades, and 13 are black clubs. You draw a card at random, look at it, and replace it. Then you randomly draw a second card. Calculate the probability of having drawn two spades in a row. Round to the nearest hundredths place if a fraction. The probability is: .06 .01 25 .5 the correct probability is a value not listed in alternatives "a" through "d"

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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A standard deck of cards (without Jokers) has 52 cards. Of these, 13 cards are red diamonds, 13 are red hearts, 13 are black spades, and 13 are black clubs. You draw a card at random, look at it, and replace it. Then you randomly draw a second card. Calculate the probability of having drawn two spades in a row. Round to the nearest hundredths place if a fraction. The probability is: .06 .01 25 5 the correct probability is a value not listed in alternatives "a" through "d"
Transcribed Image Text:A standard deck of cards (without Jokers) has 52 cards. Of these, 13 cards are red diamonds, 13 are red hearts, 13 are black spades, and 13 are black clubs. You draw a card at random, look at it, and replace it. Then you randomly draw a second card. Calculate the probability of having drawn two spades in a row. Round to the nearest hundredths place if a fraction. The probability is: .06 .01 25 5 the correct probability is a value not listed in alternatives "a" through "d"
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