Question is Related to Optimization. Please Answer This problem.

its Related to Optimization, in mathematics, please answer this. as much as u know this.

1- Classify the following optimization problems into combinatorial, integer, continuous, and dynamic. Describe the objective function and the constraints (informal description is sufficient): a) Determination of the cheapest train connection from Vienna to Krems from a certain point of departure. b) A painter has 2 models from which he can draw the pictures. For how many hours should he hire each individual model? c) Eight switching units are attached to various positions on a switchboard. The ninth switching unit is to be installed in such a way that the sum of its distances from the other switching units is minimal. d) A baker in Vienna sells various products. How does he find the optimal production plan? e) Electronic control of a lift in a high-rise building. f) You want to renovate your apartment. Here are 5 activities that you can do alone or with the help of a company. g) Lisa wants to look through 12 stores while shopping. In what order does she have to go to them? h) Determination of an optimal move for a given position. i) You go on vacation and decide what things to take with you. j) Determination of an optimal billiard shot for a given position of the ball. k) Crossing the Sahara by car. How many spare tires should you take with you? 1) A company has set a budget for advertising. She can advertise in three daily newspapers A, B, C. For each of the three newspapers, estimates of the company's sales increase in the case of 1, 2, 3 ... advertisements are available. 1- Classify the following optimization problems into combinatorial, integer, continuous, and dynamic. Describe the objective function and the constraints (informal description is sufficient): a) Determination of the cheapest train connection from Vienna to Krems from a certain point of departure. b) A painter has 2 models from which he can draw the pictures. For how many hours should he hire each individual model? c) Eight switching units are attached to various positions on a switchboard. The ninth switching unit is to be installed in such a way that the sum of its distances from the other switching units is minimal. d) A baker in Vienna sells various products. How does he find the optimal production plan? e) Electronic control of a lift in a high-rise building. f) You want to renovate your apartment. Here are 5 activities that you can do alone or with the help of a company. g) Lisa wants to look through 12 stores while shopping. In what order does she have to go to them? h) Determination of an optimal move for a given position. i) You go on vacation and decide what things to take with you. j) Determination of an optimal billiard shot for a given position of the ball. k) Crossing the Sahara by car. How many spare tires should you take with you? 1) A company has set a budget for advertising. She can advertise in three daily newspapers A, B, C. For each of the three newspapers, estimates of the company's sales increase in the case of 1, 2, 3 ... advertisements are available