Question

n a certain class there are a total of 4343 majors in mathematics, 1919 majors in...

n a certain class there are a total of 4343 majors in mathematics, 1919 majors in philosophy, and 55 students who are double-majoring in both mathematics and philosophy. Suppose that there are 506506 students in the entire class.

How many are majoring in neither of these subjects?

How many students are majoring in mathematics alone?

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
In a certain class there are a total of 29 majors in mathematics, 17 majors in...
In a certain class there are a total of 29 majors in mathematics, 17 majors in philosophy, and 7 students who are double-majoring in both mathematics and philosophy. Suppose that there are 573 students in the entire class. How many are majoring in neither of these subjects? How many students are majoring in mathematics alone?
Suppose that a certain college class contains 40 students. Of these, 24 are sophomores, 20 are...
Suppose that a certain college class contains 40 students. Of these, 24 are sophomores, 20 are mathematics majors, and 9 are neither. A student is selected at random from the class. (a) What is the probability that the student is both a sophomore and a mathematics major? (b) Given that the student selected is a mathematics major, what is the probability that he is also a sophomore? Write your responses as fractions.
There are 20 students in a class. 14 are computer science majors, 9 are math majors,...
There are 20 students in a class. 14 are computer science majors, 9 are math majors, and 4 are both. How many students from the class are neither computer science nor math majors? 3 1 6 0 Impossible to solve the problem.
In the senior year of a high school graduating class of 100 students, 42 studied mathematics,...
In the senior year of a high school graduating class of 100 students, 42 studied mathematics, 68 studied psychology, 54 studied history, 22 studied both mathematics and history, 25 studied both mathematics and psychology, 7 studied history but neither mathematics nor psychology, 10 studied all three subjects, and 8 did not take any of the three. If a student who studied mathematics is selected, what is the probability that the student has also studied psychology?
Professor N. Timmy Date has 28 students in his Calculus class and 20 students in his...
Professor N. Timmy Date has 28 students in his Calculus class and 20 students in his Discrete Mathematics class. (a) Assuming that there are no students who take both classes, how many students does Professor Date have? (b) Assuming that there are five students who take both classes, how many students does Professor Date have?
In Mr. ERIZ’s class, the probability of student who likes Mathematics subject is 0.5 and the...
In Mr. ERIZ’s class, the probability of student who likes Mathematics subject is 0.5 and the probability who likes both Mathematics and Statistics subjects is 0.25. If one student is chosen at random, what is the probability that this student likes Statistics given that he/she also like Mathematics subject? If the probability of students who likes Statistics is 0.45, are the events ‘like Mathematics subject’ and ‘like Statistics subject’ independent? Justify your answer. (4 marks) Are the events ‘likes Mathematics’...
Our class has 35 students in it. Ten students are nursing majors, 15 said ice cream...
Our class has 35 students in it. Ten students are nursing majors, 15 said ice cream was their favorite dessert and three students are nursing majors AND said ice cream was their favorite dessert. a. How many students are nursing majors, but have a favorite dessert that is NOT ice cream? (hint, the 10 nursing majors includes the three who love ice cream.) (1 point) b. Draw a Venn Diagram (or other suitable representation) of this situation and then answer...
The Unexpected Test.† In a certain mathematics class Professor B, who always tells the truth and...
The Unexpected Test.† In a certain mathematics class Professor B, who always tells the truth and is never mistaken, explains the marking scheme for the course to the students. “This course meets once each week. There will be only one test, which will be written in class in one of the twelve weeks of the next term. However you will not know which week it is until the class in which the test is given.” Is there any way to...
1. Solve the following two " union " type questions: (a) How many bit strings of...
1. Solve the following two " union " type questions: (a) How many bit strings of length 9 either begin with 2 0s or end with 2 1s? (inclusive or) (b) Every student in a discrete math class is either a computer science or a mathematics major or is a joint major in these two subjects. How many students are in the class if there are 30 computer science majors (including joint majors), 20 math majors (including joint majors) and...
In a certain college with 987 students there are 363 students who have taken a course...
In a certain college with 987 students there are 363 students who have taken a course in calculus (and possibly other math courses), 228 who have take a course in discrete mathematics (and possibly other math courses), and 119 who have taken a course in both calculus and discrete mathematics. How many students at this college have taken a course in either calculus or discrete mathematics or both? Your final answer should be a single integer but you must explain...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT