QuestionA group of students has grades summarized as follows: Males: A=18, B=7, C=14; Females: A=17, B=4, C=5. Find the probability a randomly chosen student did NOT get a "B", rounded to three decimal places.
Studdy Solution
STEP 1
Assumptions1. The total number of students is65.
. The number of students who got a "B" is11.
3. The student is chosen at random, so each student has an equal chance of being chosen.
STEP 2
First, we need to find the number of students who did NOT get a "B". We can do this by subtracting the number of students who got a "B" from the total number of students.
STEP 3
Now, plug in the given values for the total number of students and the number of students who got a "B" to calculate the number of students who did NOT get a "B".
STEP 4
Calculate the number of students who did NOT get a "B".
STEP 5
Now that we have the number of students who did NOT get a "B", we can find the probability that a student chosen at random did NOT get a "B". This is the ratio of the number of students who did NOT get a "B" to the total number of students.
STEP 6
Plug in the values for the number of students who did NOT get a "B" and the total number of students to calculate the probability.
STEP 7
Calculate the probability that a student chosen at random did NOT get a "B".
The probability that a student chosen at random did NOT get a "B" is approximately0.831 or831/1000 when rounded to three decimal places.
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