find it fix simple probiltily

Question

find the right answer

MathHelp7789 · Answer

the incorrect statement is #2. corrected statement: there is a 50% probability that carly will randomly select a sprinkled donut.explanation: claiming it is certain that carly will select a sprinkled donut implies that there are only sprinkled donuts to choose from. however, there are 6 sprinkled, 4 iced, and 2 glazed. added up, there are 12 possible donuts to choose form, 6 of which are sprinkled. therefore, the likelihood carly chooses a sprinkled donut is 6/12, or a 50% chance - making it equally likely for her to choose a sprinkled donut vs. choosing a different donut.

khosro · Answer

we must find the probability of selecting each type of donut , so we have :
total number of donuts = 2 + 4 + 6 = 12
probability of selecting glazed donut = the number of glazed donuts / total number of donuts = 2/12 = 1/6
probability of selecting sprinkled donut = the number of sprinkled donuts/ total number of donuts = 6/12 = 1/2
probability of selecting filled donut =the number of filled donuts / total number of donuts = 0/12 = 0
1) it is false , because the probability of selecting glazed donut is 1/6 and not zero.
2) ii is false, because the probability of selecting sprinkled donut is 1/2 and not one.
3) it is true , because the probability of selecting filled donut is zero.

ae6178881 · Answer

the false sentence is #2: "it is sure that carly will choose a sprinkled donut."**the total number of donuts is 12 (2 glazed, 4 iced, and 6 sprinkled). the probability of her selecting a sprinkled donut is 6/12 = 50%, which is not a guarantee. since there are other types of donuts, carly cannot be sure she will select one sprinkled one. instead, it is merely likely that she will.carly is probably going to choose a sprinkled donut but not definitely.

Angelostx · Answer

L0T13R_ · Answer

to put it simply:probability is how likely something is to happen. it's the amount of possibilities that could occur given a scenario. let's use this logic to go through each statement. the first one states that it is unlikely that carly will pick a glazed donut, which is true. this is because there are only two of those types of donuts in the box, compared to the four iced ones and six sprinkled ones. the second statement claims that it is certain that carly will pick a sprinkled donut. this is our incorrect statement, as certain means there is no other possibility. yet, there is because there are also iced and glazed donuts in the box. we can fix this to: "it is likely / possible / probable that carly will pick a sprinkled donut."the third statement says that it is impossible for carly to choose a filled donut. this is very true, as there are no filled donuts that are said to be in the box. if there was said to be some, then this would be a false statement.

3222025 · Answer

Tatianna · Answer

answer: 
#2: it is not certain that carly will pick a sprinkled donut
explanation:
the number of total donuts from the box = 2+4+6 = 12
#1: since the donuts are randomly selected, the chance of picking a glazed donut is: the number of glazed donuts in the box divided by total number of donuts in the box, which is 2/12 = about 17% chance, this is unlikely to happen so the statement is correct.
#2: the statement says that it is certain the donut chosen will be sprinkled, but the chance of picking a sprinkled donut is 6/12 = 50%, it is not certain since there is a chance that it doesn't get picked, if all the donuts were sprinkled it would be certain. therefore statement is false, and it should be "not certain" instead of "uncertain" that carly will pick a sprinkled donut
#3: it is impossible, since there is no such type of donut in the box. the statement is true.

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