Datum A is the center of
(a) The right cylinder surface.
I am pretty sure of the answer. Please dear thumpsup for the answer. Thank you.
Datum A is the center axis of this feature: 70.01 A LØ 20 = 0.1 15...
please solve for all questions unit 13 from print reading for industry 280 Print Reading for Industry Name Date o the teriten descriptions belous sietch a feature control frame that matches the This feature must be flat within.003 the description gion Review Activity 13-2 Re 1. must be round within a radial tolerance 2 The cross-sectional shape of this feature must long the axis 3. FIM reading of this surface should be within.005", measured at any location alon respect to...
#16-23 will give positive rating for answering all questions! 16. 17. - are considered theoretically perfect planes, surfaces, points, lines, or axes that measurements are made from. a) Datum features b) Datums c) Datum feature simulators d) Simulated datums can be machine tables, surface plates, gage surfaces, surface tables, or specially designed rotation devices. a) Datum features b) Datums c) Datum feature simulators d) Simulated datums 18. The is the three datum features selected based on their importance to the...
Indicate whether the following statements are true or false: T F 1. A feature of size may have multiple unrelated actual mating envelopes. T F 2. One benefit of the datum system is that it alds in communicating part functional relationships. T F 3. When an angularity tolerance is applied to a planar surface, its tolerance zone is two parallel planes. T F 4. When a parallelism tolerance is applied to a cylindrical feature of size, the tolerance tone is...
Gd and T Circle T if the statement is true. Circle F if the statement is false. 1. The MMB and LMB symbols are only used if the datum feature has size RMB is implied if the datum feature has size and no boundary symbol is used. No material boundary symbol can be used if a feature does not have size. 2. Unit straightness can be used if the part must be controlled per unit of measure as well as...
can you just help with the first 3 parts? 4.1 Tas 1 feature : Process a low resolution sensor image with an idealised You are given an idealised test image with a single circular feature. You are to develop an algorithm and implement that algorithmin the form of a MATLAB program that is capable of performing the following tasks Find the centre of the circular feature in pixels. 2. Calculate the radius of the feature in pixels. Calculate the area...
(20%) Problem 4: You have been hired to design a design will feature a uniform board (ass M9kg see-saw. Your decided that each rider will be positioned so that his her center of mass will be a distance 13 cm from the end of the board when seated as shown. You have selected a chald of mass m 23 kg (shown on the right), and an adult of mass m 85 kg (showm on the left) to test out your...
8 0.05 10 0.05 13 0.17 0.16 15 0.17 20 02 21 23 0.1 00 0.0 0.0 a) P(x > 10) b) P(x>10) c) P(x < 20) d) P(x = 8 or x = 10) e) The mean for variable x f) The standard deviation for variable x. 3. 2 IX P(x) 30 6 0.16 10 0.05 11 0.05 16 0.1 20 0.2 25 0.1 0.2 a) P(x>6) b) P(x211) c) P(x < 10) d) Pix = 11 or x...
3-axis center of mass FIGURE 8.24 Problem 20: (Tippe top) This simple device appears to defy the laws of classical mechanics. Start it spinning, and it eventually inverts, raising its center of mass to a higher position, where it spins happily until it runs down. We will examine this strange behavior qualitatively here. The top has a mass M and radius R. The center of mass is a distance a from the center of the sphere as shown in Figure...
2. (15 points) The following figure shows a clay layer under an earth-filled dam with a reservoir on the right side and a pond on the left side of the dam. (1) (10 points) Determine the seepage loss through the clay layer when hydraulic conductivity K = 10-4 m/s, H = 20 m, L = 50 m, and b = 10m. (2) (5 points) A chemical company suddenly dumps a conservative chemical substance into the reservoir. Assuming that the chemical...
5. Using a surface integral calculation, find the current (in Amps) in a circular wire given a current density of)s 15(1-e-1000r)ez Amps/㎡ . That is, J has a magnitude of 15(1-e-1000r)as it is a function of distance r from the center to the outer surface. J points in the z direction. Draw the wire in a diagram with the cylindrical coordinate system and solve for I using a double integral. Hint- what is the surface area of the end of...