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By picking a natural number randomly upto 100 find the probability of the number being perfect cube
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By picking a natural number randomly upto 100, find the probability of the number being a perfect cube
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http://www.jiskha.com/display.cgi?id=1490112196
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By picking natural numbers randomly upto 100.Find the probability of number being a perfect cube?
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http://www.jiskha.com/display.cgi?id=1490112196
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By picking a natural number randomly up-to 100.find the probability of the number being a perfect cube?
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To find the probability of picking a perfect cube from the set of natural numbers up to 100, we need
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By picking a natural number randomly up to 100 find the probability of the number being a perfect cube
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so, how many cubes are there? p(cube) is that over 100
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By a packing a narural number randomanly upto 1000 find the probability of the number beging a perfect squar
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It would help if you proofread your questions before you posted them. With all the typos, I am not
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Robin randomly selects a number between 1 and 20. What is the probability that the number selected is the square of a natural
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since there are only 1,4,9,16 that are squares, 4/20 = 1/5
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if choosing one number from 0 to 100 randomly.
find the probability that a number chosen is of last digit is greater than first
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take a look: 12 ... 19: 8 23 ... 29: 7 ... 89: 1 so there are 1+2+3...+8 = 8*9/2 = 36
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if you pick a number between 1 and 100 inclusive what is the probability of picking a number which is not a multiple of 27
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how many multiples of 27 are there? 27, 54, 81 The rest are not multiples. So, what do you think?
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The theoretical probability of a simple event is P(event) = number of favorable outcomestotal number of outcomes in a sample
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To determine the probability of the spinner landing on a 3, we need to find the number of favorable
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The theoretical probability of a simple event is P(event) = number of favorable outcomestotal number of outcomes in a sample
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To determine the probability of the spinner landing on a 3, we first need to identify the number of
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