The probability this student will fail is the same as the probability that some other student will flip a fair coin 20 times and get less than 8 heads, i.e., more than 12 tails.
There are 2^20 possible different-looking sequences of 20 coinflips, which we assume all have equal probability.
Of those sequences, 1 has no heads at all, 20 have exactly 1 head, 190 have exactly 2 heads, ... and 77520 have exactly 7 heads.
So we sum up all those possible ways to fail and we get ...
... ...
I'm assuming that the student answers randomly, flipping a fair (50:50) coin on each question to choose "true" or "false".
In that special case, it doesn't matter how many of those twenty questions are true or how many are false.
(If the student answers randomly by flipping an unfair coin, say a 25:75 coin, then it does matter how many of those questions are true -- I'll let you figure that one out).
7/12 ≈ 0.583 Probability is number_of_ways_of_success/total_number_of_ways. There are 36 possible ways 2 dice can land when thrown. To be more than 6, the sum can be 7, 8, ..., 12 There is 1 way to achieve 12 (6 & 6); 2 ways to achieve 11 (5 & 6 and 6 & 5); ... 6 ways to achieve 7 (1 & 6, 2 & 5, ..., 6 & 1); A Total of 1 + 2 + ... + 6 = 21 ways of getting a sum greater than 6. Thus the probability of throwing a sum greater than 6 is 21/36 = 7/12.
To determine the probability of getting any number with 2 six sided dice you need two pieces of information First consider all the possible ways to achieve a sum of 7. 7 is the most common roll based on probability. You can achieve it 6 different ways. There are 36 possible number combinations when you roll 2 normal 6 sided die. 6/36 is the probability of rolling a 7. Simplify this fraction to 1/6. So out of every 6 rolls there should be at least one 7 rolled based on normal probability.
To achieve a score of 70% on a 300-question test, you would need to answer 210 questions correctly. To find out how many questions you can miss, subtract the number of correct answers from the total number of questions: 300 - 210 = 90. Therefore, you can miss up to 90 questions on a 300-question test and still achieve a score of 70%.
This question is unanswerable because you are asking a conversion from a linear measurement to an area measurement, which is impossible to achieve.
Sure. But don't kill anyone! If you have to ask, perhaps the better question is do you have the basic qualifications to achieve the level of education required?
You can achieve it randomly when completing snowman quests.
Take a TNPSE CSSE I examination.. Ur score should be very high to achieve dis position.
Achieve what ? Ask this question a little bit detailed
The answer is control
The answer is control
The answer is control
this question asked in infosis interview explain how a someone can achieve his or her goal
The probability of getting a five of a kind in a game of poker is extremely low, as it requires having all five cards of the same rank in a standard 52-card deck. In fact, it is practically impossible to achieve in a fair game.
Who's "he" ? You will have to clarify your question before we can answer it.
prepare a timetable for yourself. be concentrated,dont get disturbed. be confident that you will achieve success. sit in comfortable position.dont lean anywhere.sit straight.
7/12 ≈ 0.583 Probability is number_of_ways_of_success/total_number_of_ways. There are 36 possible ways 2 dice can land when thrown. To be more than 6, the sum can be 7, 8, ..., 12 There is 1 way to achieve 12 (6 & 6); 2 ways to achieve 11 (5 & 6 and 6 & 5); ... 6 ways to achieve 7 (1 & 6, 2 & 5, ..., 6 & 1); A Total of 1 + 2 + ... + 6 = 21 ways of getting a sum greater than 6. Thus the probability of throwing a sum greater than 6 is 21/36 = 7/12.
You didn't specify, in what. But in any case, whatever you try to do, you can NEVER achieve 100% safety. You can reduce the probability of ... whatever you consider an undesirable outcome, but there will always be a risk, whether you are considering the risk of dying, of losing your money, etc.