Draw the Isometric View of frustum of right circular cone of base diameter 80, truncated diameter 50 and height is 40. Also show a sphere of diameter 60 which is resting centrally on the surface of frustum

Q: A hexagonal prism of base edge 30 mm and height 50 mm is resting on HP with its base and one of its…

A:

Q: 1. Draw the complete 3RD ANGLE PROJECTION of the figure shown. 2. Draw the PARTIAL AUXILIARY VIEW of…

A: Answer-  3rd angle projection

Q: Problem C 1. Recreate the ORTHOGRAPHIC VIEWS as shown below. 2. Draw the HALF-SECTION VIEW in the…

A: Orthographic views:- These are the views of a 3D diagram representing as 2 dimensional views for…

Q: For the objects shown in orthographic projection below, construct an isometric view in the space…

A:

Q: Draw the isometric view of a right circular cone of base diameter 50 mm and height of axis 80 mm

A: Given Data: * Right Circular Cone * Base Dia=50mm *Height of Axis= 80 mm * Draw the Isometric view

Q: The viewing plane from which an ausillang riew is generatd is' positioned as Poilows: A) Parallel to…

A: 31) The correct option is B B: Perpendicular to the slanted surface

Q: What are (a) the x coordinate and (b) the y coordinate of the center of mass for the uniform plate…

A: Center of mass of a body is defined as a point where whole mass of the body can be concentrated. It…

Q: Two spherical bodies have masses of 60 kg and80 kg, respectively. Determine the gravitational force…

A: Given: The mass of the first spherical body is M1=60 kg The mass of the second spherical body is…

Q: Given the multiview projection of the solid, draw its isometric view. HRP FRP FRP PRP F

A: To draw an isometric view first we need to draw a free-hand sketch diagram. Free hand sketch diagram…

Q: For the bounded and shaded region,

A:

Q: 7. A circular cylinder is circumscribed about a right prism having a square base one meter on an…

A: Givena=1mV=6.283 m3

Q: 3.

A:

Q: Center of mass with variable density Find the center of mass of theinterior of the hemisphere D of…

A: Given Data: The density of the hemisphere is given as d=2-ρa To determine the centre of mass of…

Q: CENTROIDS, CENTERS OF MASS/GRAVITY Sample Problem 7.4.2 Areas in Three-Dimension Locate the centroid…

A:

Q: Draw the isometric view of a right regular hexagonal pyramid of base side 35 mm and height of axis…

A: Isometric projection Isometric projection is a method for representing three-dimensional objects…

Q: Small sphere of area Aj under a concentric hemisphere of area. A2 = 3A1. F12 i F21 = i II

A:

Q: PROBLEM: A SQUARE PLATE IS PIERCED THROUGH CENTRALLY BY A CYLINDER WHICH COMES OUT EQUALLY FROM BOTH…

A: Isometric projection Isometric projection is a method for representing three-dimensional objects…

Q: Sketch the isometric view and the orthogonal view of the bracket note : use creo parametic software…

A:

Q: (Extra) Prove that for a spherical mirror: a) So=f(MT-1) /MT b) Si = -f (Mr-1) %3D

A:

Q: A hemisphere of radius 80 mm is cut out from a right circular cylinder of diameter 80 mm and height…

A: In the given problem, we will consider full right circular cone as  area (1) and hemisphere as area…

Q: Q1(b): Taking X as the lowest view point, sketch the isometric view of the part.

A: We must combine the three views to get the 3 dimensional view of the object. Dotted lines indicate…

Q: A solid right circular cone has SG = 0.99 and fl oatsvertically as in Fig.  Is this a stable…

A: Given: S.G of cone = 0.99           S.G of water = 1                     Applying conditions of…

Q: 2a 2a

A:

Q: THE FIGURE IS NOT DRAWN TO SCALE. The area shown is a (blue) solid semicircle with radius R = 6.6…

A:

Q: Q2. Draw the isometric view of a right circular cone of base diameter 50 mm and height of axis 80…

A: Here, Base side = 35 mm Height = 70 mm

Q: View Policies Current Attempt in Progress Calculate the moment of inertia of the shaded area about…

A:

Q: em 4: With respect to the given x-axis, the ce shown is located at * 30 mm 20 mm 40 mm

A: given:

Q: a body consists of a right circular solid cone of height 40mm and radius 30mm placed on a solid…

A: Given that a solid cone is placed on hemisphere height of cone(h)=40 mm radius of cone(r) =30mm…

Q: A square metal on the left side is centered around origin. Calculate the x a=10 cm center of mass…

A: Solution:

Q: Q) Draw the isometric view of right circular cone of diameter 40 mm and height of 80 mm

A: Write the given value using suitable variables. Here d signfies right circular cone diameter, and h…

Q: Taking X as the lowest view point, sketch in the space provided, the isometric view of each object.

A:

Q: Draw isometric view of a square prism with 20 mm base edge and 50 mm height resting centrally on of…

A: Isometric projection Isometric projection is a method for representing three-dimensional objects…

Q: Find the center of mass of a circular cone of regular steel of height (b)

A: Solution: Consider an element mass dm which is at a distance z from the vertex. Let 'r' be the…

Q: Q. 1. A cone of base diameter 40 mm and height 50 mm is resting centrally on the top of cylinder…

A: There are three characteristics of Isometric view:- In isometric projection, the three edges of a…

Q: Question 1 of 5 > -/ 20 View Policies Current Attempt in Progress Determine the y-coordinate of the…

A:

Q: Draw the free body diagram of each sphere

A:

Q: Siven below is a view showing AC, HG, and ADEF. Using two add tional reference planes, draw the view…

A: given data

Q: Draw isometric projection of a cylinder of diameter 30 mm and height 50 mm

A: In isometric projection, the three edges of a solid right angle of an object are shown by means of…

Q: isometric view of this

A: According to the details provided in the question, we need to calculate the isometric view.

Q: 3. What is the x coordinate of the center of mass for the uniform 21 41. plate shown in the Figure?…

A: For problem 3, the given shape can be taken as a composite of 4 shapes. Consider below diagram for…

Q: :>> Develop the lateral surface of a hexagonal prism of base edge 20mm and axis height of 50mm…

A: the base of the hexagonal prism =20mm height =50mm lateral surface of the hexagonal prism can be…

Q: Consider an object made from two individual rectangles shown in figure. Each rectangle has a uniform…

A:

Q: Draw an isometric view of a cylinder of base diameter 60mm and height 30mm consisting of a square…

A: Isometric projection Isometric projection is a method for representing three-dimensional objects…

Q: Determine the center of mass for the region bounded by the following. Answer as a decimal, in terms…

A:

Q: Determine the shape factor, F12 , for the rectangles shown.

A:

Q: Prob. 1 Magnetic Declination. A filed is in the form of a regular pentagon. If the true bearing of…

A:

Moment of Inertia

Inertia can be termed as a resistance offered by a body to change its state. A rigid body initially at rest will apply resistance when acted by an external force that tends to change its state of rest or velocity, or a body initially at motion will provide resistance in changing its state of velocity or motion for coming to a state of rest. In other words, Newton's first law of motion describes the law of inertia of a rigid body.