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Mathematical modeling of parachute problem
The first thing to declare is that you have given you too little reward.

In this model, under the given assumptions, after adding some assumptions needed for modeling, the following modeling can be carried out:

(1) When the parachute radius r and load m are known, the differential equation is established by using the mechanism of motion mechanics (Newton's second law) to determine the relationship between r and m when the landing speed is met. This step contains a sub-problem, that is, the determination of resistance coefficient. When we determine R and M, we can use the data in the table to fit and solve the equation of motion according to the function type.

(2) Calculation of airdrop cost:

(a) Calculate the maximum value m of each R value to meet the landing speed requirements (this is used to estimate the number n of parachutes required for airdropping all materials).

(b) Calculate the cost c[ determined by (C3 C2 c 1)] and n*c for each r value.

After the model is obtained, error analysis, testing, advantages and disadvantages are carried out. ...

You give too little reward, stop it ~ ~