Q 2: In the first-month exam for engineering statistics for first-year students in the Department of Civil Engineering - Tikrit University, the number of students examined was 210, assuming that the probability density curve for degrees is subject to a normal distribution with a mean value of 61.3 and a standard deviation of 14.94 = 6. Calculate the following 1- The probability that any male or female student will succeed 2- The probability that a student's grade is less than 30 3- The probability that a student's grade is more than 70 4- The number of students who scored less than 50 5- The number of students whose scores were between 60 and 80 %3D

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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Q 2: In the first-month exam for engineering statistics for first-year students in the Department of
Civil Engineering - Tikrit University, the number of students examined was 210, assuming that the
probability density curve for degrees is subject to a normal distribution with a mean value of 61.3
and a standard deviation of 14.94 = 6. Calculate the following 1- The probability that any male or
female student will succeed 2- The probability that a student's grade is less than 30 3- The
probability that a student's grade is more than 70 4- The number of students who scored less than
50 5- The number of students whose scores were between 60 and 80
Transcribed Image Text:Q 2: In the first-month exam for engineering statistics for first-year students in the Department of Civil Engineering - Tikrit University, the number of students examined was 210, assuming that the probability density curve for degrees is subject to a normal distribution with a mean value of 61.3 and a standard deviation of 14.94 = 6. Calculate the following 1- The probability that any male or female student will succeed 2- The probability that a student's grade is less than 30 3- The probability that a student's grade is more than 70 4- The number of students who scored less than 50 5- The number of students whose scores were between 60 and 80
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