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When a film festival opens after the pandemic, is it a short run or long run



How do you set up an interpretative question/ or matching question in mathematics

Let’s implement the concept of doubly linked list with a real time example.

For a bogie we need following information:

struct bogie{

string Name;

char type; //B for Business Class, F for First Class, and E for Economy class

int capacity; //Between 50-70

int fare; //For Business Class 1200, For First Class 1000, For Economy class 500

bogie *next;

bogie *prev;

};

bogie *engine //use as head for the train

Define a class, name it Train and write following functions for that class:

i. Insert a bogie at front();

ii. Insert a bogie at given position() //position will be defined based on name of bogie

iii. Insert a bogie at the end()

iv. return seating capacity of each type()

v. return total number of seats()

vi. return maximum fare collection based on total capacity of train()


The resistance π‘…πœƒ of a particular resistance thermometer at a Celsius temperature πœƒ as measured by a constant-volume gas thermometer is given by


π‘…πœƒ = 50.00 + 0.1700πœƒ + 3.00 Γ— 10βˆ’4πœƒ2.


Calculate the temperature as measured on the scale of the resistance thermometer which corresponds to a temperature of 60°𝐢 on the gas thermometer.

Write on ANY TWO practical applications of feedback concepts to real-life


problems. The practical applications can be in any area, e.g. electronics,


control systems, mechanical systems, automobile systems, banking and


finance, business, economics, biological systems, medical sciences, industry,


etc.


Your answer should include a statement of the problem and how feedback


concepts are used for solving it. The answer should be supported with relevant annotated diagrams, and any useful basic equations. Elaborate


equations are not required.



Instructions


β€’ Develop a 9-puzzle (3 by 3) as shown in Fig.1 below, with the following features:


I. A graphical user interface (GUI)


II. Button for reset


III. Show time taken to solve the puzzle


IV. Number of moves taken to solve the puzzle


V. Display win if the puzzle is solved



Question 2



A load cell calibrated at a temperature of 200𝐢 has the following output/input characteristic.



Load in kN 0 0.4 0.8 0.12 0.16 0.20



Deflection of meter in mm 0 10 20 30 40 50



When it is used in an environment of 400



its characteristics change to the following;Load in kN 0 0.4 0.8 0.12 0.16 0.20



Deflection of meter in mm 3 14 25 36 47 58



(a) Determine;



(i) Zero drift



(ii) Sensitivity drift, and



(iii) Sensitivity drift per 0C change in ambient temperature



(b) If 0.5 mm of scale division can be read with a fair degree of certainty, hence



determine the resolution of the instrument in both cases i.e. at 200𝐢 and 200𝐢.

Create a database for Car dealership.


What is your favorite genre of movies? Are you a John Wick, Marvel or a fast and furious fantic?


There is a lot of data we can use for our task but we will use our PA to get the latest and precise


queries. Use the PA.py file to get your favorite actors' movies. Save all your findings in a


dataframe.


e.g.


Actor Movie Name


Will smith Bad Boys


Will smith Hancock


Modify your dataset to display the top 3 rated movies.


Visualize using your own graph i.e. only use Seaborn or Matplotlib.


Furthermore, modify the code to allow the user to get the directors of the Top 3 rated movies.


Reuse and modify Test.py to get the data of all the movies. Test.py should execute based on results in IMDb.py (top rated data).



Question 1



The central deflection of the diaphragm of an elastic type pressure measuring instrument was



found to be 0.25mm of an applied pressure of 106π‘π‘Ž. The output displacement of diaphragm



has been fed to a Linear variable differential transducer (LVDT) with a built in amplifier



having a sensitivity of 40V/mm. Finally the output is displayed on an analog voltmeter which



has a radius of scale line as 60mm and has a voltage range from zero to 10 volts in an arc of



1500



. Using a well labelled diagram, determine the sensitivity of the given diaphragm gauge



in terms of mm/bar (1 bar=105π‘π‘Ž).

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