Oh, dude, let me break out my calculator for this intense math problem. So, if you got 72 percent right out of 50 questions, that means you answered 36 questions correctly. But hey, who's counting, right?
The probability of getting all 10 questions right is, P(10) =(1/2)10 =0.0009765...9 questions right, P(9) =10C9 ∙(1/2)10 =10∙(1/2)10 ~ 0.009765...8 questions right, P(8) =10C8 ∙(1/2)10 ~ 45∙(1/2)10 ~ 0.043945...7 questions right, P(7) =10C7 ∙(1/2)10 ~ 120∙(1/2)10 ~ 0.1171875...The probability of passing the test with any of the grade is the sum of all theabove; P(passing)~ 0.1719 ~ 17.2%
There is 1 right answer out of 5 possible answers, so the probability of guessing it correctly is 1/5 or 20% or 0.2.
To determine how right or wrong their answer is.
To solve percent all one must do is to move the decimal of the percent over two places to the right, so 82 becomes .82, then simply multiply it by the other number and one gets their answer.Thus:1,500 * .82 = 1,230
It depends on what exactly the conditions are. If you mean from a 52 card deck, drawing one card right after the other, then the chance that they will be those two cards in that exact order is 1/52 * 1/51. This is pretty much a percent of a percent. .00038, or about 4 percent of a percent.
45 were correctly answered
138 answered correctly.
Divide how many questions you got right (11) by how many questions total there was (14). Then multiply it by 100. 11/14=0.78....... 0.78 x 100=78 YOUR ANSWER IS 78%
Designate the number of correctly answered questions as r. From the problem statement, r = 92 % of 28 = 0.92(28) = 25.76. If partial credit is allowed, this probably means that there were 25 questions completely right and one more that was considered three-fourths right.
If she answered 75% of them right she would have answered 246 of them right and 82 of them wrong.
If you answer 5 out of 12 questions right you have answered approximately 42% of the questions correctly. This can easily be figured out by dividing 5 by 12.
You would need to answer 68 questions correctly.
10% is right 40 of 50 would be 80%
Assuming that you answered 45 questions and got the other 43 right, that would be 96 percent.
If someone got 80 percent and answered 7 questions correctly, you can find the total number of questions by using the formula: correct answers = total questions × percentage. Let ( x ) be the total number of questions. Thus, ( 0.80x = 7 ). Solving for ( x ), we get ( x = 7 / 0.80 = 8.75 ), which means there were 9 questions on the test, as the total must be a whole number.
To achieve a score of 70% on a test of 125 questions, you would need to answer 87.5 questions correctly (125 questions x 70% = 87.5 questions). Since you can't answer half of a question, you would need to round up to 88 questions. Therefore, you can miss 37 questions (125 total questions - 88 questions answered correctly = 37 questions missed) and still achieve a score of 70%.
Then your question will not be answered.