You have 25 other people. If 2 people made the same number of each mistake from 0 to 11 this would only account for 24 people, so at least one particular mistake must have been made by 3 people.
0,0,1,1,2,2,3,3,4,4,5,5,6,6,7,7,8,8,9,9,10,10,11,11. This accounts for only 24 people...
I got that question too. It's very badly worded. When they are asking for 3 students in the class that made the same mistakes, they are not asking for at least 3 people that made 12 mistakes. They're asking for u to prove that there were at least 3 people that made the same mistakes as eachother.
The largest value of X is, obviously, 14. There are only 14 graphic calculators, so if every student has who has a graphic calculator also has a scientific calculator, then there are 14. The smallest possible value of X is more complex. 19+14=33, which is how many students we would need for there to be no overlap. Since there's only 25 students, there must be some overlap. 33-25=8, the difference between how many students that we need for no overlap and the number that we have. So let's do some quick math to verify. The number of students who have only scientific, plus the number of students who have only graphic, plus the number who have both should be 25. (19-8) + (14-8) + 8 = 25. So 8 is the smallest possible overlap. Any less than that would require more than 25 students. We already know, at this point, what the smallest possible value of Y is: zero. We already demonstrated that there aren't enough students to spread these calculators out with zero overlap, so we already know that it's possible for every student to have at least one calculator, leaving 0 who have none. The most students who will have neither is the same scenario as the most students who have both: 14 people have both. 19-14 =5. So there's 14 people with both, leaving 5 with only a scientific calculator. 25-5-14 = 6 people who have neither in this case. 6 is the highest possible value of Y. In total: X is between 8 and 14. Y is between 0 and 6.
Two fifths...(assuming all the people are students)
If you choose one person, then consider your options for a second, you have nine people for them to play against. Then, considering the second person, excluding the match already played with the first person, you have eight possible matches. Following this all the way, the number of unique matches are: 9 + 8 + 7 + 6 + 5 + 4 + 3 + 2 + 1 = 45
Collecting data
I got that question too. It's very badly worded. When they are asking for 3 students in the class that made the same mistakes, they are not asking for at least 3 people that made 12 mistakes. They're asking for u to prove that there were at least 3 people that made the same mistakes as eachother.
Anyone that can afford it can go.
WASL stands for Washington Assesment of Student Learning. The students rather call it a Waste of A Student's Life. most people don't even know what it means. But practicly all people regard it as WASTING A STUDENTS LIFE!!
If the total number of people is T, then there are 19*T/20 students.
There are a number of foreign exchange student programs in the US. One of the leading programs is AFS Intercultural Programs USA which has been running for 65 years. They provide help for students going abroad and people wishing to host a foreign student. Full details are available on their extensive website.
Student aid is for college or university students. It is something that you have to apply for prior to attendance. You can talk to the finance people at the school, or even people in the guidance department.
The noun 'student' is a singular, common, concrete noun; a word for a person.
Maybe. Sometimes people who just don't understand the material can ask lots of questions, too. But in general, students who are paying attention and asking questions based on what they are learning are more curious - and curious people make better students.
As of 2020, the student enrollment at UC Berkeley is approximately 43,000 students.
You should not tell anyone your student number. If you do, people will steal it and you might be in a higher grade. So again, do not give it to anyone.
The main reason my family hosts exchange students is to provide a positive experience. Hosting students expands their understanding of diversity and the world, as well as the family hosting the student. We act as ambassadors to our country and provide a positive experience for the student as they learn about our culture. Also, hosting exchange students count as a form of community service. This is because hosting exchange students broadens the community's diversity and culture.
The ants eat food so do students. Ants have a home so do students. students have eyes so do ants Someone else wrote that, but I wrote this: If the student is strong, that is similar, if he/she is small, that is similar, if people like stepping on them, that is similar. But I think you shouldn't step on ants.