Question

will fan and medal

Answer 1

School Freshman Class Two Years Ago Last Year’s Freshman Class Current Freshman Class
Gore College 630 675 720
Douglas University 630 690 750
Hughes University 600 680 760
1. Using g(x), d(x) and h(x), write a function to represent the class size data for each school.
2. Use each function to determine the number of students that are expected to be in each school’s freshman class in four, five, and 6 years from now.
3. If Reya and Ian graduate on time, which value will represent their freshman year in college? Include this data in the table by adding a column. Label the column “Your Freshman Year,” and then complete the table. You will need to include the information from this table in your “Making the Right Decision” paragraph.
4. Based upon class size alone, which school would you recommend your student should attend? Provide an explanation for your reasoning.

Answer 2

@ObeySoph▲
@jhonyy9
@kirbykirby
@quickstudent
@Lyssa123

Answer 3

someone help please

Answer 4

hold on

Answer 5

For Gore College, do you see what happens when you go from 630 to 675, and from 675 to 720 ?

Can you see what happens for each college?

Answer 6

no

Answer 7

@kirbykirby

Answer 8

675 - 630 = ?
720 - 675 = ?

Answer 9

45

Answer 10

@kirbykirby

Answer 11

yes, so can you determine a function that will find the # of students? If you assume x is the year number

Answer 12

can you walk me throw it

Answer 13

Year 0 (x=0): you have 630 students
Year 1 (x=1): you have 675 students = 630 +45
Year 2 (x=2): you have 720 students = 675 + 45 = 630 + 2(45)

Answer 14

ohhh i see thanks

Answer 15

you should do the same for the other 2 colleges :) it's the same idea.

Answer 16

okay thanks a whole bunch

Answer 17

:)

Answer 18

how would i wright that as a function @kirbykirby

Answer 19

x=0 : 630 + 0(45)
x=1: 630 + 1(45)
x=2: 630 + 2(45)
...
In general:
g(x) = 630 + 45x

Answer 20

oh thanks