__ Model Question Papers 5
Paper-5
- The area of field is 50,000 sq.m. The length and breadth of the field, on the map are 10 cm
and 8 cm respectively. Construct a diagonal scale, which can read up to one metre. Mark the
length of236 meters on the scale. Find the R.F of the scale. - Draw an involute of a circle of 50 mm diameter. Also, draw a normal and tangent at any
point on the curve. - (a) A lineAB 100 mm long has its front view inclined at an angle of 45° to XY. The point A
is in VP and 25 mm above HP. The length of the front view is 60 mm.
Draw the top view of the line and measure its length. Also find the inclinations of the line
AB to HP and VP.
(b) A point P is 15 mm above the HP and 20 mm in front of the VP. Another point Q is 25 mm
behind the VP and 40 mm below the HP. Darw projections of P and Q keeping the
distance between their projectors 60 mm apart distance between their top view and
their front views. - A hexagonal prism of base of side 40 mm and axis length 80 mm rests on one of its base
edges on the HP. The end containing that edge is inclined at 30° to the HP and the axis is
parallel to VP. It is cut by a plane perpendicular to the VP and parallel to the HP. The cutting
plane bisects the axis. Draw its front and the sectional top views. - A vertical cylinder of 50 mm diameter and 75 mm long is penetrated by a horizontal cylinder
of 40 mm diameter and 75 mm long such that their axes bisect each other at right angles.
Draw the intersection curve. - A sphere of diameter 40 mm rests centrally on the top of a square frustum, base 60 mm top
40 mm and height 75 mm. Draw the isometric view of the combination of solids. - For the given orthographic projections, draw the isometric view.
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- A step block is on 15 mm high, 15 mm width and 15 mm long. The total length of the block is
30 mm. The largest side makes an angle of 45° to PP. The observer is at a distance of 60 mm
in front of the edge and 10 mm to the left. The height of the observer is 50 mm. Draw the
perspective projection of the object.