The straight line A B is inclined at an angle -25° to the V. P. The coordinates of its ends are as follows: A=(3, 7) & B=(1, 5) left of A. Required: (a) Determine the distance between the projectors . (b) Draw ELEVATION & PLAN of the line. (Scale 1:1) (c) Find its true length, its inclination to the V.P.and the coordinates of its traces H & V.
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- AB is a straight line, the coordinates of its ends are as follows: A= (1, 2), B= (5, 4) right of A. Distance between projectors =7 cm.The horizontal trace H= (-2, 0) left of ARequired:Draw (scale 1:1) the ELEVATION and PLAN of the line and find the following:(1) Its true length.(2) The coordinate of its traces.(3) Its inclination of the H.P and V.P.(4) Check the value of H given * .in the question is it True or FalseH.W: Find the Trigonometric functions : sin x , cos x, tan x When x-(0,45)A line RS of 55 mm in length is inclined to HP by 30o and parallel to VP. One of its end points is above HP by 20 mm and in front of VP by 30 mm. The line is in single quadrant. Find the projections of the line RS and find out its horizontal trace.
- Q2/ The equilateral lamina A B C is placed parallel to the H. P and having the following data A= (2, 1), B= (2, 1) left of A, The distance of projectors between A&B =4. Required: i) Draw; scale, 1:1, the ELEVATION & PLAN of the lamina. with ᵒii) Project a view on an AUXILIAR PLANE perpendicular to the V. P and making 50 H.P.Solve b and c please in the image.Fluid Force. A swimming pool is filled with fresh water to a depth of 7 feet measured at the deep end. There is not enough water in the pool to reach the shallow end. Assume that the pool is constucted using right angles, except where the bottom of the pool meets the end walls. Use Ah for the height of a typical strip across the face of the wall. 6. The weight density of water is 62.4 lb/ Your anwers should have units: pounds. 4 ft 18 ft 24 ft Declare your variable(s) here. Show your reasoning below: a) find the force on the typical horizontal strip (red) ? b) write an integral for the total force on the (left) wall of the pool
- Line AB 100 mm long is 30° and 45° inclined to HP & VP respectively. End A is 10 mm above HP and it's VT is 20 mm below HP. Draw projections of the line and it’s HT.HomewoIK: 1. Find the line L passes through the point (1,2) and parallel the line L': x +2y = 3.Pls draw the offset sectional view of the solid in the attached image.
- Q1: Draw the projections of the lines and find the true length and V , H ,a , B: 1. AB, A=(1,3), B=(3,3), distance between projections of the points A & B is 5 cm. 2. CD , C=(2.5,6), D=(2.5,2), distance between projections of the points C &D is 4 cm. 3. EF, E=(5.5,3), F=(5.5,3), distance between projections of the points E & Fis 4.5 cm. 4. JK , J=(3,0), K=(6.5,0), distance between projections of the points J & K is 5 cm. 5. NM , N=(0,1.5), M=(0,6), distance between projections of the points N & M is Zero. 6. RT, R=(0,4), T=(0,4), distance between projections of the points R & T is 4 cm.9. The line segment joining A(4, 1) and B(-2,5) is extended to point C through B. Find the coordinates of C if B is the midpoint of AC. A) (-5,7) B) (-8,9) C) (-6,8) D) (-7,10)Q1//The straight line CD is defined by the following data: c=(4,8), D=(4,3) left of c. The distance of projectors between A and B =7 cm. a....Draw (scalel:1),the Elevation and plan of the line. b...determine the coordinates of the traces (H,V) of the line.