Read the question carefully, it requires answers in C++ and Python code, written solutions are already provided in the q

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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
2.21 Determine the tensions developed in wires CD, CB, and BA and the angle o required for equilibrium of the 15-kg cylinder E and the 30-kg cylinder F. D 30° E Equations of Equilibrium: Applying the equation of equilibrium along the x and y axes to the free-body diagram of joint C shown in Fig. (a). ΣF = 0; Fac cos 6-Fcocos 30º = 0 (1) +ΤΣF = 0; - Fac sin 8+ Fco sin 30° - 15(9.81) = 0 (2) By referring to the free-body diagram of joint B shown in Fig. (b). ΕΣF = 0; (3) Fu cos 45º - Fec cos 0 = 0 FRA sin 45° + Focsin - 30(9.81) = 0 +TEF, = 0; Solving Eqs. (1) through (4), yields Ans Ans Fru = 395.8 N Fco = 323.2 N FR = 280.2 N 8= 2.95° Ans Ans FED • FEA Foc 30°C C tot 45° х B o Fec 15(9.81) N 30(9.81) N la) (6)
2.42 The springs on the rope assembly are originally unstretched when 6 = 0º. Determine the tension in each rope when F = 450 N. Neglect the size of the pulleys at B and D. -0.6 m 0.6 m D A A YA k = 500 N/m k = 500 N/m 0.6 1 = cos 0.6 0.6 m T= kx = k(1-1) = 500 -0.6 = 300 1 cos - 1 (1) cos ser +TEF, = 0; 2 T sin 0-450=0 (2) Substituting Eq. (1) into (2) yields: 600 (tan 8-sin o) - 450 = 0 T tan 8-sin = 0.75 By trial and error: -X = 57.957° From Eq. (1), F=450 N T = 300 1 cos 57.957° -1 = 265.4 N Ans