Create 2 Programs, one in C++ and one in Python, to Solve two different Engineering Problems. Your two programs must include the following elements: 1. Welcome Message 2. Problem Description Message (background, required inputs & expected results) 3. Set/Capture Input Data Dorform tho Main Brocorr

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Create a Python programs, to Solve this Engineering Problems

Create 2 Programs, one in C++ and one in Python, to Solve two different Engineering Problems.
Your two programs must include the following elements:
1. Welcome Message
2. Problem Description Message
(background, required inputs & expected results)
3. Set/Capture Input Data
4. Perform the Main Process
(corresponds to the Engineering Problem)
5. Display Results, feedback, and Comments
(Based on results)
6. Goodbye Message
Transcribed Image Text:Create 2 Programs, one in C++ and one in Python, to Solve two different Engineering Problems. Your two programs must include the following elements: 1. Welcome Message 2. Problem Description Message (background, required inputs & expected results) 3. Set/Capture Input Data 4. Perform the Main Process (corresponds to the Engineering Problem) 5. Display Results, feedback, and Comments (Based on results) 6. Goodbye Message
3-66. The bucket has a weight of 400 N and is being hoisted
using three springs, each having an unstretched length of
6 = 0.45 m and stiffness of k = 800 N/m. Determine the
vertical distance d from the rim to point A for equilibrium.
400 N
D
120
120
0.45 m
120°
B
3d
EF = 0;
F = 0
Vď² + (0.45)²
400 -
400 N
3d
[800 Jd² + (0.45)² -0.45)] = 0
+ (4.5)²
400 -
Va?
d
|d² + (0.45)² -0.45) = 0.16667
- 0.45 m
Vd² + (4.5)²
+ (0.45)² - 0.45 d = 0.16667 /d² + (0.45)²
F120
+ (0.45)² (d – 0.16667) = 0.45
0.45 m
d
[d + (0.45)'] [df – 2d(0.16667) + (0.16667)°] = (0.45)° d²
120°
0.45 m
d - 0.33334 d + 0.027779 d – 0.0675 d + 0.0056252 = 0
d = 0.502 m
Ans
of
Transcribed Image Text:3-66. The bucket has a weight of 400 N and is being hoisted using three springs, each having an unstretched length of 6 = 0.45 m and stiffness of k = 800 N/m. Determine the vertical distance d from the rim to point A for equilibrium. 400 N D 120 120 0.45 m 120° B 3d EF = 0; F = 0 Vď² + (0.45)² 400 - 400 N 3d [800 Jd² + (0.45)² -0.45)] = 0 + (4.5)² 400 - Va? d |d² + (0.45)² -0.45) = 0.16667 - 0.45 m Vd² + (4.5)² + (0.45)² - 0.45 d = 0.16667 /d² + (0.45)² F120 + (0.45)² (d – 0.16667) = 0.45 0.45 m d [d + (0.45)'] [df – 2d(0.16667) + (0.16667)°] = (0.45)° d² 120° 0.45 m d - 0.33334 d + 0.027779 d – 0.0675 d + 0.0056252 = 0 d = 0.502 m Ans of
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