Question

1. You want to see if there are more imported cars in the faculty or the student parking lot. You examine 5 different student and faculty lots and randomly select 20 cars in each. You then looked to see how many of those cars were imported. Make a figure comparing the data below. Calculate the average, standard deviation, and the standard error and graph that accordingly. Please include figure caption.

Number of imported cars
Student Lots	Faculty Lots
6	12
8	15
12	10
4	18
6	17

Based on your data, what is your conclusion?

2. You are measuring the effects of a new drug on the Corona Virus. Patients are given the drug upon diagnosis and the number of days to recovery are recorded. Calculate the average, standard deviation, and the standard error and graph that accordingly. Please include figure caption.

	Days to Recovery
Concentration of Drug	R1 (Replicate 1)	R2	R3
0mM	20	25	18
5mM	18	14	22
10mM	15	10	10
20mM	8	10	6
60mM	7	8	9

Each mM (millimolar) dose of this drug costs 500 dollars. What is the optimal dose (both for effectiveness and economically) to give a patient based on these results? Explain.

Answer 1