A multiple choice question has 5 possible answers. What are the odds in favor of guessing the
right answer?
A.) 1:5
B.)4:1
C.)1:4
D.) 3:2
The odds in favor of guessing the right answer are 1 out of 5 (since there is only one correct answer out of five possible options). Therefore, the correct answer is A) 1:5.
A multiple-choice question has five possible answers. What are the odds in favor of guessing the right answer?
2:3
4:1
1:4
3:2
The odds in favor of guessing the right answer are 1 out of 5 (since there is only one correct answer out of five possible options). Therefore, the correct answer is 1:4.
Well, let's break this down. If there are 5 possible answers and only 1 of them is correct, then the odds in favor of guessing the right answer would be 1 out of 5. So, the correct answer is A.) 1:5. Just remember, even if you feel like a clown and are tempted to choose a funny option, sometimes the simplest answer is the right one!
To calculate the odds in favor of guessing the right answer, we need to find the number of favorable outcomes (the number of correct answers) and the number of unfavorable outcomes (the number of incorrect answers).
In this case, we have 5 possible answers, so there is only 1 correct answer. Therefore, there are 4 incorrect answers.
The odds in favor of guessing the right answer can be expressed as "favorable outcomes:unfavorable outcomes."
Using the information above, we can determine that the odds in favor of guessing the right answer are:
A.) 1:5 (1 favorable outcome, 5 unfavorable outcomes)
B.) 4:1 (4 favorable outcomes, 1 unfavorable outcome)
C.) 1:4 (1 favorable outcome, 4 unfavorable outcomes)
D.) 3:2 (3 favorable outcomes, 2 unfavorable outcomes)
Therefore, the correct answer is B.) 4:1, as it presents the ratio where there are 4 favorable outcomes (the number of correct answers) to 1 unfavorable outcome (the number of incorrect answers).