So, the best way to solve this problem is by creating a equation for which we can substitute any number of days. For this problem that equation would be W=5+3(t-1)
W=number of words
T=time or number of days
-1= This is here because we are already accounting for the first day of school so we need to have 1 less day than the number of days they have been in school.
So in 20 days the students had received
5+3(19) or 62words.
Answer: 62 words
Answer:
(42.5, 37.5)
Step-by-step explanation:
Given:
Arthur = A(20, 35)
Cameron = C(65, 40)
Jamie = J(45, 20)
Required:
Coordinate of the midpoint of the distance between A and C.
SOLUTION:
Midpoint (M) of AC, is given as:

Let 

Plug the values into the given formula:



Coordinate Jamie should run towards is (42.5, 37.5)
Standard form is written as ax + by = c
all we do is to subtract 3x from each side of the equation to get our answer
y = 3x + 1
-3x -3x
-3x + y = 1
Answer:
Step-by-step explanation:
because the fractions have a common denominator you can add them

Substitute the values given.
-2-3(2) then solve
Your answer should be -8