1 The radius1 of the cone will be the first user input. Slant height 1 will be another user input. You can use python's standard input() function for that. Think about the type conversion here. Hint: float(). Find the total surface area of the cone using the formula below. This is initial surface area. 2. Prompt the user for another set of values for radius and slant height to calculate final surface area of the cone. 3. Calculate the percentage change in surface area using the following formula 4. ((final surface area - initial surface area) / initial surface area )* 100 5. You need to use round() or format() method to print the percentage change in area to two

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1 The radius1 of the cone will be the first user input. Slant height1 will be another user input.
You can use python's standard input() function for that. Think about the type conversion
here. Hint: float(). Find the total surface area of the cone using the formula below. This is
initial surface area.
2 Prompt the user for another set of values for radius and slant height to calculate final surface
area of the cone.
3. Calculate the percentage change in surface area using the following formula
4. ((final surface area - initial surface area) / initial surface area ) * 100
5. You need to use round() or format() method to print the percentage change in area to two
Slant height s
Albtude h
radius
decimal places.
Total Surface Area = TTrs + Tr?
TT = 3.141592
Lab Procedure:
1. Prior starting of the work consider what is the information you need:
a. What the input and output would be.
2. Determine the steps to translate the given pseudocode into the python syntax
3. Test the application by hand-calculating several values and then use the same values to validate the
application output.
Transcribed Image Text:1 The radius1 of the cone will be the first user input. Slant height1 will be another user input. You can use python's standard input() function for that. Think about the type conversion here. Hint: float(). Find the total surface area of the cone using the formula below. This is initial surface area. 2 Prompt the user for another set of values for radius and slant height to calculate final surface area of the cone. 3. Calculate the percentage change in surface area using the following formula 4. ((final surface area - initial surface area) / initial surface area ) * 100 5. You need to use round() or format() method to print the percentage change in area to two Slant height s Albtude h radius decimal places. Total Surface Area = TTrs + Tr? TT = 3.141592 Lab Procedure: 1. Prior starting of the work consider what is the information you need: a. What the input and output would be. 2. Determine the steps to translate the given pseudocode into the python syntax 3. Test the application by hand-calculating several values and then use the same values to validate the application output.
Step1: Prompt user for the radius1 of the cone
Step2: Prompt user for the slant height1 of
cone
Step3: Define variable pi=3.141592
Step4: Calculate the initial surface area using the given formula
Step5: Prompt user for the radius2 of the cone
Step6: Prompt user for the slant height2 of the cone
Step7: Calculate the final surface area using the glven formula
Step8: Calculate the percentage change in surface area using the
formula mentioned in lab scenario
Step9: Round and print the percentage change in surface area to two
decimals using round() or format() function
Transcribed Image Text:Step1: Prompt user for the radius1 of the cone Step2: Prompt user for the slant height1 of cone Step3: Define variable pi=3.141592 Step4: Calculate the initial surface area using the given formula Step5: Prompt user for the radius2 of the cone Step6: Prompt user for the slant height2 of the cone Step7: Calculate the final surface area using the glven formula Step8: Calculate the percentage change in surface area using the formula mentioned in lab scenario Step9: Round and print the percentage change in surface area to two decimals using round() or format() function
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