Answer:
99 marks
Step-by-step explanation:
Given:
Juan received scores of 82, 76, 93, and 80 on his first four chemistry tests.
His goal is to have an 86 average in chemistry for his first five tests.
Question asked:
What score must he earn on the next test to achieve an average of exactly 86?
Solution:
Let score he must earn on the fifth test = 
As we know:
Scores in five test = 82, 76, 93, 80, 
Total number of test = 5
<u>We can find the score of fifth test, he must earn to achieve an average of exactly 86 by using this formula:</u>


By cross multiplication

Subtracting both sides by 331

Therefore, he must earn 99 marks to achieve an average of exactly 86 for his first five tests in chemistry.
Answer:
So if I did my math right it should be (4,3.5)
Step-by-step explanation:
The formula for finding a midpoint of a segment is (x1+x2/2 , y1+y2/2)
So first you grab both x's out of (-1,2) and (9,5).
So -1 and 9.
Then you add them and divide them by 2 to get 4
Then you grab the y's out of (-1,2) and (9,5)
So 2 and 5.
Add 2 and 5 together and divide them by 2.
That's when you should get 3.5
So the midpoint should be (4,3.5)