Question

A. Attach a Python generated Direction Field (DF) of the problem.
B. Use the existence and uniqueness theorem to find the set of all questionable initial values.
After justifying your answer on your paper mark all these values in red on your DF.
C. By just looking at the direction fields give an eyeball approximation (if one exists) to the initial
value problem and sketch it on your direction field.
D. Give an eyeball approximation to question 1 asked about the function (if it exists).
E. Give an eyeball approximation to question 2 asked about the function (if it exists).
F. Neatly solve the differential equation (if you can) on your paper (or explain why you cannot
solve it). Box your answer then transfer it to the answer sheet.
G. Solve the initial value problem (if you can) on your paper (or explain why you cannot solve it).
Box your answer then transfer it to the answer sheet.
H. Answer question I asked about the function (if you can). Justify your answer on your paper (or
explain why you cannot answer the question). Box your answer then transfer it to the answer
sheet.
1. Answer question 2 asked about the function (if you can). Justify your answer on your paper (or
explain why you cannot answer the question). Box your answer then transfer it to the answer
sheet
J. Write out any comments you have to make about the problem.
Note: If you do not take pride in the thoroughness, clarity, and neatness of your work I will Not
take time in grading it!

Answer 1

Answer:

idk idk idk idk idk idk idk idk

Explanation:

idk idk idk idk idk di dkdi dkidkidkdkdkdkidkdidkdidkdidkdidkdi idk byeeeeee

Answer 2

please quest clearly please