At a certain high school, the respective weights for the following subjects are:
Mathematics 3, English 3, History 2, Science 2 and Art 1.
What is a student's average whose marks were the following: Geometry 89, American Literature 92, American History 94, Biology 81, and Sculpture 85?
ANSWER
weight for math = 3=w1
weight for English = 3=w2
that for history = 2=w3
that for science = 2 =w4
that for arts = 1=w5
total of weight = w = w1 +w2 + w3+ w4 +w5 = 3+3+2+2+1=11
geometry mark = 89
American literature = 92
American history = 94
Biology = 81
sculpture = 85
so average = ((89*w1)+(92*W2)+(94*W3)+(81*w4)+(85*w5)/(w1+w2+w3+w4+w5)
=((89*3)+(92*3)+(94*2)+(81*2)+(85*1)/(w1+w2+w3+w4+w5)
=978/11=88.909
88.9
maths English and other this
The negative effects of educational subjects on English college students are very stressful whether it is physical or socio-physical. Like having relationships and been in organizations.
Using set theory let A contain the students who failed mathematics (50) and B contain the students that failed English (30). Now set A and B intersect so they share the same students (5). Therefore the students who passed both subjects is the complement of the union of the sets. ~(AUB)=~(A+B-AintersectB)=100-(50+30-5)=25 students.
Some subjects are relevant to all students (like English, math, basic science, basic health, writing, history, geography, etc), and some subjects are relevant for some students and not others (like home ec., advanced math, advanced science, auto mechanics, etc.). Since students get to choose their classes, except for subjects that are relevant to all students, they can choose those that are relevant to them.
I'm not sure, but you should probably take English.
ANSWER: general education requirements. APEX
5
We are unable to solve this question. There is not enough information. The number of students who like both subjects could be any number that is more than, or equal to 0; and is less than, or equal to 20. Adding on, the number of people who dislike both subjects cannot exceed 17 people. There is a wide range of answers: There is not a definite answer. ---- There are a total of 40 students. 12 students like English. 23 students like Algebra. (x) students like both subjects. (2x) students dislike both subjects. We need to find what "x" is. ---- [ x < 21 ] ...because (2x) (Students that dislike subjects) would go over the limit of 40 students, if 21 was any higher. [ x > -1 ] ...because it's possible that nobody likes both classes. [ 2x < 18 ] ...because the maximum number of people who dislike both classes could be 17 people.
English Language or Literature is the most important, but some degree courses may except students with other subjects. English is such a wide topic and a variety of subjects can be helpful, particularly history and languages. If you're good at science, philosophy, psychology, religious studies, music or art, then these can all link in with English too!
Scottish schools study the same subjects as any other school in the United Kingdom. The main two subjects are English and Maths, with a large range of subjects following on.
science , maths , english , drama , gcse....... Expect he didnt do the following : science , maths , english , drama , gcse.
students who are fluent in a language besides english