"Find the Centroid of the shaded area 20 80 20 |20 60 Dimensions in mm x= 9.81 mm y3 20.2 mm O x= 20.2 mm y= 9.81 mm x= 20.2 mm y=19.81 mm X= 10.2 mm y= 9.81 mm O

Q: ?Find the centeroid of the shaded area shown in fig 80 60 30 Dimensions in mm X= 49.2 mm and Y= 32.8…

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Q: SECTION +A DRAWN BY: Point AB А с D E F G H I J K L X O O <-5 <-5 -10 -10 2 6 6 3 3 O Coordinate Y O…

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Q: find controid of the area

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Q: Using the Cartesian coordinate system, determine the absolute value of the distance y (in mm) from…

A: GIVEN DATA A COMPOSITE FIG GIVEN WE HAVE TO CALCULATE Y COORDINATE OF FIG

Q: To XX Tyx=-60MPa T. = 40MPa ZX = 100MPa (C) Txy = -60MPa Oyy = 0 Tzy = 0 Txz = 40MPa Tyz = 0 622 =…

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Q: 60 mm 54 mm 120 mm 40 mm r- 16 mm 27 mani 18 mm 5. Machine Element For the machine element shown,…

A: According to the given dataThere is a composite structure of the 4 segmentWe need to findCenter…

Q: For the given Three views, Draw the Isometric Body, using scale 1:1, all dimension are in…

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Q: Express Fas a vector in terms of the unit vectors i, j, and k. Determine the angle between Fand the…

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Q: 60 mm 10mm 35 mm 10 20 R-15 mm mm 20 mm 15 mm 70 mm

A: Divide the given shaded area into 4 elements as shown in figure

Q: Part 3 1. Setup the meter stick as shown below: M₁ 3 30cm 400g 75cm 200g M₂ 2. Attach the string…

A: In this, the free-body diagram includes-(1) Setting up the meter stick.(2) Attaching the string…

Q: Using the Cartesian coordinate system, determine the absolute value of the distance x (in mm) from…

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Q: Find the centeroid of the shaded area ?.shown in fig

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Q: O change from polar to Cartesian Co-ovdinates , © (-4,2),@ (5,ú eV= -2- Cose O change from Cartesian…

A: The relation between Cartesian and polar co-ordinate can be expressed as follows:

Q: Find the dimension and surface area of the shape object according to the pappus-guldinus theorem

A: Pappus theorem is a very simple method exists for calculating the surface area and volume generated…

Q: Use Mohr's circle to determine the maximum and mini- mum second moments of area with respect to axes…

A: Consider the upper shaded rectangle as the second rectangle and the lower shaded rectangle as the…

Q: Using the Cartesian coordinate system, determine the absolute value of the distance x (in mm) from…

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Q: What is the angle between cables “AD” and “AC

A: According to the given data A structure ABCD is given  We need to find  Angle b/w AD and AC

Q: Ø60 60 R15 18 120 36 14 Dimensions are in mm 18 18 24

A: In third angle top will be above the front view.

Q: Draw the three projections of this solid with dimensions on them 80

A: Given 3D model To find Front view Top View Side View

Q: Express Fas a vector in terms of the unit vectors i, j, and k. Determine the angle between Fand the…

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Q: The new coordinates of translated the triangle ABC, A(2,2), B(3,2) and C(2,4) by 2 units in…

A: Given:A(2,2)B(3,2)C(2,4)tx=2ty=3

Q: Based on the figure identify only the relative polar coordinate of each point. The answer would be…

A: In this problem, cartesian relative coordinates are given and we have to calculate the polar…

Q: A1 Neutral Axis (N.A) *:For the given data shown. the value A1 is X 200 mm 30 mm 230 mm A2 40 mm

A: Given data as per the question width of A1 =200 mm The thickness of A1 =30mm Length of A2 =230 mm…

Q: What is the angle between the x axis and the resultant? F2= 40 N y F, = 80 N 4 60° 3 (A

A: Given Data : F1=80 N F2=40 N F3=60 N

Q: X .A .C .B

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Q: ?Find the centeroid of the shaded area shown in fig 80 30 60 90 -20- 30 Dimensions in mm

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Q: Calculate the moment of inertia of the shaded area about the axis. its centroid. y

A: Given Shaded section To find Centroid

Q: Draw the cavalier oblique projection of the object. Use 45° for the third axis.

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Q: Ex2 of the bent bar. Determine the moment of P about point B and about point A. The 30-N force P is…

A: Need to determine moment about B

Q: Draw the one-point perspective of the object. The station point is 60 mm away from the picture plane…

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Q: Calculate the y- and z- coordinates of the point at which the resultant of acting on the object…

A: Given data  Given force system

Q: 3. Find the centroidal distances from x-axis and y-axis. , 50 30- 40 15 Dimensions in mm

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Q: 8.07 60 45

A: 3D view

Q: Determine the x- and y-coordinates of the centro the shaded area. 240 mm 60 mm 120 mm 360 mm 120 mm

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Q: 1. For the machine component shown to the right, locate the x-coordinate of the center of gravity.…

A: Given:-  To Find:-  x-coordinate of the center of gravity

Q: Draw the third projection 2-Draw the isometric projection

A: Given figure  To draw : The third angle projection  To draw : theisometric view

Q: Calculate the 1st moment of area and 2nd moment of area for the shape below. The dimensions are…

A: First moment of inertia = Centroid X Area   Second moment of inertia is area resistance to bending…

Q: Draw the top, front, right view with its proper dimensions.

A: we need have three projection views of the given object.

Radiation

Radiation can be described as the energy in the form of a particular matter or electromagnetic waves traveling in the air and can be in the form of light, sound, and heat. Radiation can be detected through special instruments like X-rays. The radiation from a cooler object is less intense as compared to the radiation from hot objects.