Question

BUILD IN SOLIDWORKS AND ONLY SOLIDWORKS. SHOW EVERY STEP WITH EITHER PICTURES OR VIDEO. WILL RATE IF STEP BY STEP SHOWN.

Build this part in SolidWorks. Unit system: MMGS (millimeter, gram, second) Decimal places: 2. Part origin: Arbitrary A = 63mm, B = 50mm, C = 100mm. All holes through all. Part material: Copper Density = 0.0089 g/mm^3 What is the overall mass of the part in grams 0107 5012 -40 a) 1205 b) 1280 30 RIO c) 144 IN010 d) 1108 R10 20 450 A - 15 35 10 Ras -80-

BUILD IN SOLIDWORKS AND ONLY SOLIDWORKS. SHOW EVERY STEP WITH EITHER PICTURES OR VIDEO. WILL RATE IF STEP BY STEP SHOWN.

Answer 1

First, we have to draw a cuboid of dimensions given as A, B, and C.

Each of the features has to be drawn using extruded cut only.

Selected the material as copper so the mass properties will show the results directly.

Knowledge ? X Sal INWORKS File Part1 Edit View Insert Tools Window Help 0 BB Fillet Linear . . Swept Boss/Base Swept Cul Extruded Revolved Lofted Boss/Base Futured Hole De Extruded Wizard Revolved iafted Cut Bass/Base Boss/Base Boundary Boss/Base Boundary Cut Features Sketch Evaluate DimXpert SOLIDWORKS Add-ins SOLIDWORKS MBD Rb Draft Shell wrap Intersect Mirror 2 Reference Curves Geometry Instant3D Cut E - P Part1 (Default < <Default> Photo Works D History Sensors Annotations - Copper Front A Ταμ Right L. Origin Boss Extrudel Sketch1 Cut-Fxtrudel Cut-Extrude Editing Part MAGS- Model 3D View Motion Study 1 SOLIDWORKS Premium 2016 x64 Edition Type here to search

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of Mass Properties Part1.SLDPRT HOTEL Deviation Anal Deviation Analysis Draft Analy Options... N to Undercut A Zebra Stripes Curvature IN Parting Line SME SA KAMATI Y Override Mass Properties.. Recalculate Include hidden bodies/components Create Center of Mass feature Show weld bead mass Report coordinate values relative to: ---default Mass properties of Part1 Configuration: Default Coordinate system: -- default -- Density = 0.01 grams per cubic millimeter WERE Mass = 1280.33 grams ST Volume = 143857.58 cubic millimeters Surface area = 26112.48 square millimeters Center of mass: (millimeters) X = 1.81 BE F Y = 25.80 Z = -6.06 GELL - Principal axes of inertia and principal moments of inertia: ( grams square milli Taken at the center of mass. Ix = (-0.13) -0.14 0.98) Px = 554808.12 ly = (0.10, -0.99, -0.12) Py = 914972.60 Iz = (0.99, 0.08, 0.15) Pz = 1085896.78 Moments of inertia:( grams square millimeters) Taken at the center of mass and aligned with the output coordinate system. Lxx = 1074799,41 Lxy = -7062.70 Lxz = -71542.29