1. There are 200 Grade 12 students in a school. 85 of them take Calculus-Vectors. 95 took Advanced Functions during semester 1. 88 students take Data Management over the two semesters. There are 7 students who took all three courses. 53 took Calculus-Vectors and Advanced Functions. 10 took Calculus-Vectors and Data Management. 21 took Advanced Functions and Data Management a) Draw a Venn diagram to represent the case. b) How many students take only Calculus and Vectors? c) How many students take only one math course? d) How many students do not take any math courses? e) How many students take only two math courses? f) How many students take any combination of math courses?
1. There are 200 Grade 12 students in a school. 85 of them take Calculus-Vectors. 95 took Advanced Functions during semester 1. 88 students take Data Management over the two semesters. There are 7 students who took all three courses. 53 took Calculus-Vectors and Advanced Functions. 10 took Calculus-Vectors and Data Management. 21 took Advanced Functions and Data Management a) Draw a Venn diagram to represent the case. b) How many students take only Calculus and Vectors? c) How many students take only one math course? d) How many students do not take any math courses? e) How many students take only two math courses? f) How many students take any combination of math courses?
1. There are 200 Grade 12 students in a school. 85 of them take Calculus-Vectors. 95 took Advanced Functions during semester 1. 88 students take Data Management over the two semesters. There are 7 students who took all three courses. 53 took Calculus-Vectors and Advanced Functions. 10 took Calculus-Vectors and Data Management. 21 took Advanced Functions and Data Management a) Draw a Venn diagram to represent the case. b) How many students take only Calculus and Vectors? c) How many students take only one math course? d) How many students do not take any math courses? e) How many students take only two math courses? f) How many students take any combination of math courses?
There are 200 Grade 12 students in a school. 85 of them take Calculus-Vectors. 95 took Advanced Functions during semester 1. 88 students take Data Management over the two semesters. There are 7 students who took all three courses. 53 took Calculus-Vectors and Advanced Functions. 10 took Calculus-Vectors and Data Management. 21 took Advanced Functions and Data Management
Draw a Venn diagram to represent the case.
How many students take only Calculus and Vectors?
How many students take only one math course?
How many students do not take any math courses?
How many students take only two math courses?
How many students take any combination of math courses?
Transcribed Image Text:1. There are 200 Grade 12 students in a school. 85 of them take Calculus-Vectors. 95 took Advanced
Functions during semester 1. 88 students take Data Management over the two semesters. There are 7
students who took all three courses. 53 took Calculus-Vectors and Advanced Functions. 10 took
Calculus-Vectors and Data Management. 21 took Advanced Functions and Data Management
a) Draw a Venn diagram to represent the case.
b) How many students take only Calculus and Vectors?
c) How many students take only one math course?
d) How many students do not take any math courses?
e) How many students take only two math courses?
f) How many students take any combination of math courses?
Quantities that have magnitude and direction but not position. Some examples of vectors are velocity, displacement, acceleration, and force. They are sometimes called Euclidean or spatial vectors.
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