CVEN2303Wk10

A person by the name of Huebscher developed a relationship between the equivalent size of round ducts (in air conditioning applications) and rectangular ducts according to (ab) 0.625 (a + b)0.25' D = 1.3- Side of Rectangular Du 400 450 500 550 600 diameter of equivalent circular duct (mm) dimension of one side of the rectangular duct (mm) dimension of the other side rectangular duct (mm) Use VBA to create a custom-made dialog box to return values that shows the relationship between the circular and the rectangular duct dimensions, such as the values of D that would be entered into the table shown below. Length of one side of rectangular duct (length a), mm 125 150 175 122 133 143 122 133 143 122 133 143 122 133 143 122 133 143 where we have the following: D= 100 109 109 109 109 109 a= b= 200 152 152 152 152 152 Calculate Diameter

C 4) The Wire C The Wire BC X C 4) The Wire x C The Wire BC X The Wire BC x C 4) The Wire x G 3.) With an b Homework A Mi unidad + A drive.google.com/drive/u/0/my-drive Update : A Drive Q Buscar en Drive - Nuevo With an initial diameter of 10 mm, an A-36 steel wire is connected at m ends B and C. The weight of bar AB is negligible along with any friction Mi unidad in the pins. The area contraction of wire BC cannot exceed0.0028%. Compartido What is the mass of the heaviest possible uniform cylinder supported as shown in the figure? Recientes 4x Destacados Papelera Almacenam 62.3 GB de 100 GB utilizado(s) Comprar almacenamier Archivos 10:11 PM hp 4/19/2021

s = 2  t = 0

I need help solving these 3 simple parts, if you can not answer all 3 parts then please leave it for another tutor, thank you.

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I am sorry but your values when plugging in are not the correct values. Not too sure where your values are from but can you please redo the question using the given values in this problem and not from a different problem please? (example, height is not 29, it is 22) all values do not correlate to this problem. I was also told when finding the area of triangle to use (1/2)*b*h*Ad^2 and not 1/36*b*h*Ad^2     Find the moment of inertia and radius of gyration of the section of this bar about an axis parallel to x-axis going through the center of gravity of the bar. The bar is symmetrical about the axis parallel to y-axis and going through the center of gravity of the bar and about the axis parallel to z-axis and going through the center of gravity of the bar. The dimensions of the section are: l=55 mm, h=22 mm The triangle: hT=12 mm, lT=19 mm and the 2 circles: diameter=8 mm, hC=6 mm, dC=8 mm. A is the origin of the referential axis. Provide an organized table and explain all your steps…

Help!!! Answer all correctly! Please

Subject: mechanical engi

I have attemped to start the question by first using the equation: log_{10}W_{TO} = A+Blog_{10}(CW_{TO} - D) After working out some stuff I got to: log_{10}W_{TO} = 0.833+1.0383log_{10}(CW_{TO} - 53000) Using the info give, C = M_ff I tried calculating the M_ff but needed the weight ratios for both cruises, loiter, and flight to another airport. I used the range and endurance equations for loiter and flight to another airport but cannot do cruise as I do not have the Mach number. I don't know how to continue.

Need Help !

Could you please explain where and what is tight side and also how to find 5-9

Select one: O a. X=1,498 m O b. X 0,498 m O c. X=0,754 m O d. X 0,0498 m k = m x(t) 3EI 3EI 13 13 y(t)

Don't Use Chat GPT Will Upvote And Give Handwritten Solution Please