MODEL QUESTION BANK
Diploma in Mechanical
Engineering
1ST semester
Course title:
Engineering Graphics-I (Conventional)
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LEVEL:UNDERSTANDING
10 Marks
Questions (Each sub questions carries 5 marks)
1.
(a)List the standard sizes of drawing sheets.
(b)Mention the types of lines and their applications.
2.
a ) Illustrate the elements of dimensioning with the help of a sketch.
b) Illustrate
the dimensioning of given common features: diameter, radius, chord, Arc and
angle.
3.
a)Mention the uses of the following drawing instruments.
i) T-square ii) Set square iii)Bow
compass iv) Clinograph v)Minidrafter
b) Mention the uses of the
following drawing instruments.
i) French curves ii) Protractor
iii) Clips iv)Erasing Shield v)Drafting machine
4.
a) Define RF. Mention the types of scales based on RF.
b) Give the conventional
representation for the following materials.
i) Cast
iron ii) Lead iii)Bronze
iv)Glass v)Wood
5.
a) Illustrate the dimensioning of counter sunk and counter bore
b)Draw the standard layout of aA2 size
drawing sheet
1. List the standard sizes of
drawing sheets.
2.
Mention the types of lines and their
applications.
3. Illustrate the elements of
dimensioning with the help of a sketch.
4. Illustrate the dimensioning
of given common features: diameter, radius, chord, Arc and angle.
5. Mention the uses of the
following drawing instruments.
i) T-square ii) Set square iii)
Bow compass iv) Clinograph v) Minidrafter
6. Mention the uses of the
following drawing instruments.
i) French curves ii) Protractor
iii) Clips iv)Erasing Shield v) Drafting machine
7. Draw the standard layout of
aA2 size drawing sheet
LEVEL:APPLICATION
Copy the given sketch to 1:1 scale and dimension adopting aligned system with parallel dimensioning method
1.
Copy the given sketch to 1:1 scale and dimension
adopting aligned system with progressive dimensioning method.
1.
Copy the given sketch to 1:1 scale and dimension
adopting unidirectional system with chain dimensioning method.
14.
Copy the given sketch to 1:1 scale and dimension
adopting unidirectional system with
parallel dimensioning method.
13. Copy the given sketch to 1:1 scale and dimension adopting aligned system with chain dimensioning method
LEVEL:UNDERSTANDING
10 Marks Questions
1.
Inscribe an ellipse in a rectangle of 130x80mm by intersecting lines
method.
2.
A parallelogram has sides 130mm and 80mm at an included angle of 60°.
Inscribe an ellipse In the parallelogram. Find the major and minor axes of the ellipse.
3.
Draw a parabola when the distance of the focus from the directrix is 30mm.
4.
Construct a Parabola in a parallelogram of the sides 100mmx45mm and
with an included angle of 75°.
LEVEL:APPLICATION
15Marks Questions
5. A Stone
thrown from the ground level reaches a maximum height of 45 meter and falls on
the ground at a distance of 100metre from the point of projection. Trace the
path of the stone in space.
Select a scale of 1:1000
6.
A shot is discharged from the ground level at an inclination of 55° to
the ground which is assumed to be horizontal. The shot returns to the ground at
a point 75metre distant from the point of discharge. Trace the path of the
shot. Scale 1:1000. Use tangent method only.
7.
Draw an ellipse when the distance of focus from the directrix is 40 mm
&eccentricity is
¾.
8.
An ellipse has the major axis and minor axis in the ratio 3:2. Draw the
ellipse when the major is axis is 135mm by concentric circles Method.
9. Construct a
hyperbola when the distance of focus from the directrix is 35 mm and eccentricity is 4/3.
10. Construct a
rectangular hyperbola given a point P on it at a distance of 20 mm and 15 mm from the two asymptotes.
11.
Draw the involute of a circle of diameter 40 mm. Also
draw a tangent and normal at any point on the curve.
12. A circle of 50 mm diameter
rolls on a line. A point on the circumference of the circle is in
Contact with the
line in the beginning and after one complete revolution. Draw the cycloidal
path of the point. Draw a tangent and normal at any point on the curve.
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LEVEL:APPLICATION
(15Marks Questions)
1. a) Draw the symbolic
representation of First angle projection method.
b) Draw the projections of the
following points:
i) P is 25mm below the HP and
in the VP
ii) Q is 40mm behind the VP and
in the HP
iii) R is 30mm below the HP and
30mm in front of the VP
iv) S is 25mm above the HP and
25mm behind the VP
2. a) Draw the symbolic
representation of Third angle projection method. b)Draw the projections of
the following points:
i) T is 25mm above the HP and
30mm in front of the VP.
ii) U is in both the VP and HP
iii) V is 35mm below the HP and
30mmm behind the VP
iv) W is 30mm above the HP and
35mm behind the VP
3. a) Draw the projections of
the following points:
i)A is 25mm above the HP and
35mm in front of the VP ii)B is 25mm above the HP and 40mm behind the VP iii)C
is 30mm below the HP and 40mm behind the VP iv)D is 30mm below the HP and 35mm
in front of the VP v)E is 25mm above
the HP and in the VP.
vi) F is 30mm
below the HP and in the VP vii)G is 35mm in front of the VP and in the HP
viii)H is 40mm behind the VP and in the HP ix)M lies in all the three principal
planes
4.
a) A point P is 40 mm in front of VP, 50 mm above HP
and 30 mm in front of left PP. Draw the three principal views of the point.
b) A point P is
30 mm above HP, 50 mm behind VP and 45 mm in front of left PP. Draw the three
principal views of the point
5.
a) Draw the three principal views of a point P lying
40 mm behind VP, 60 mm below HP and 30 mm behind the right PP
b)Draw the three
principal views of a point P lying 60 mm below HP, 50 mm in front of VP and 45
mm in front of the left PP.
CO4: ABLE
TO DRAW THE BASIC VIEWS
RELATED TO PROJECTIONS OF LINES.
LEVEL:APPLICATION
(15Marks Questions)
1.a)Draw the three principal views of a line 80 mm long placed parallel
to VP and perpendicular to HP. The line is 70mm in front of VP and 60mm in
front of right PP. The lower end of the line is 30mm above HP.
b) Draw the three principal views of a line 80 mm long when it is placed
parallel toboth HP & VP. One of the ends of the line is 70 mm above HP, 60
mm in front of VP and 30mm in front of the right PP.
2.
a) A line AB 80 mm
long is inclined at 30° to HP and parallel to VP. The line is 90 mm in front of VP. The lower end A is 35 mm
above HP,110 mm in front of the right PP and
is away from it than the higher end.
Draw the three principal views of the line.
b) A line AB 80 mm long is inclined at 45° to VP and parallel to HP. The
end nearer to VP is 30mm in front of VP, 60 mm above HP and 100 mm in front of
right PP. Draw the three principal views of the line.
3.
a) Draw the projections of a line AB, 80 mm long
inclined at 30° to HP and parallel to VP. The line is 40 mm in front of VP. The
lower end A is 20 mm above HP.
b) The length of a line is 100 mm long and is inclined at 45° to VP and
parallel to HP.The line is 15 mm above HP and one end of the line is 10 mm in
front of VP. Draw the projections of the line and measure top and front views.
4.a)The length of top view of a line which is parallel to VP and inclined
at 45° to HP is 50 mm. One end of the line is 12 mm above HP and 25 mm in front
of 45° to VP. Draw the projections of the line and determine its true length.
b) Draw the projections of a line 70 mm long lying in VP and inclined at
45° to HP. The lower end of the line is 10 mm above HP.
5. A straight line AB, 80 mm long makes an angle of 45° to HP and 30° to
VP. The end A is 10 mm in front of VP and is on HP. Draw the projections of the
line.
6.A line AB 60 mm long has one of its extremities 20 mm in front of VP
and 15 mm above HP. The line is inclined at 30° to HP and 45° to VP. Draw its
top and front views.
7.A line AB is 75 mm long. The end A is touching VP and 10 mm above HP. The
end B is 50 mm in front of VP and 30 mm above HP. Draw the top view of the line
AB and finds the true inclinations of the line AB with HP & VP.
8.A line AB measuring 70 mm has its end A 15 mm in front of VP and 20 mm
above HP. The other end B is 60 mm in front of VP and 50 mm above HP. Draw the
projections of the line with HP & VP.
9.A line PQ has its end P 15 mm above HP and mm in front of VP. The end Q
is 55 mm above HP and the line is inclined at 30° to HP. The distance between
the end projectors of the line when measured parallel to the line of
intersection of HP & VP is 50 mm. Draw the projections of the line and find
its inclinations with VP.
10.
The distance between the end projectors passing
through the end points of a line AB is 40 mm. The end A is 20 mm above HP and
15 mm in front of VP. The line AB appears as 65 mm long in the front view.
Complete the projections. Find the true length of the line and its inclinations
with HP & VP.
11.
The top view of a line PQ, 75 mm long measures 50 mm. The end P is 50 mm in front of VP and 15 mm above HP. The end Q is 15 mm in front
of VP. Draw the projections of the line PQ and fine its inclinations with HP
& VP.
12.
The front view of a
line is 80 mm in length and makes 40° with XY line. One of its ends is 10 mm in
front of VP and 15 mm above HP. The other end is 50 mm in front of VP. Draw the
top and front views of the line. Determine the true length and inclinations of
the line with HP & VP.
13.
The front view of a line AB, 125 mm long, is 75 mm and
its top view is 100 mm long. Its end A
is 30 mm from both the planes of projection. Draw the projections and find the
inclinations of the line with the reference planes of projection.
14.
Line measuring 75 mmlong has one of its ends 50mm in
front of VP and 15mm above HP. The top view of the line is 50mm long. The other
end is 15mm in front of VP and above HP. Draw the projections of the line and
find the true inclination.
CO 5: ABLE
TO DRAW THE BASIC VIEWS
RELATED TO PROJECTIONS OF PLANES
(15Marks Questions)
1.
An equilateral triangular lamina of side 40mm rests
with one its sides on HP so that the surface of the lamina is inclined at 30°
to HP. The side on which the lamina rests is inclined at 45° to VP. Draw the
projections of the lamina.
2.
An equilateral triangular lamina of sides 30mm is
resting with one of its corners on HP, The surface of the lamina is inclined at
45° to HP and the side opposite to the corner on which the lamina rests is
inclined at 45° to VP. Draw the projections of the lamina.
3.
A square lamina of 40mm side rests with one of its
sides on HP so that the surface of the
lamina is inclined at 30° to HP. The side on which the lamina rests is inclined
at 45° to VP. Draw the top and front views of the square lamina in this position.
4.
A square lamina of 40mm sides rests with one of its
corner on HP. The diagonal passing through this corner is inclined at 45° to HP
and appears to be inclined at 45° to VP. Draw its projections.
5.
A square lamina of side 40mm rests with one of its
corner on HP. The diagonal passing through this corner is inclined at 45° to HP
and 30° to VP. Draw its projections.
6. A regular
pentagonal lamina has its sides as 30mm. It is resting with one of its corners
on HP so that the side opposite to this corner touches VP. The plane surface of
the lamina is inclined at 30° to HP.
7.
A hexagonal lamina of sides 30mm rests on one of its
sides on HP so that the surface of
the lamina is inclined at 45° to HP. The side parallel to the side on which the
lamina rests is inclined at 45° to VP. Draw the top and front views of the lamina.
8.
A hexagonal lamina of side 30mm is resting with one of
its corner on HP so that the diagonal passing through that corner is inclined
at an angle of 45° and appears to be inclined at 30° to VP. Draw the top and
front views of the lamina.
9. A square
lamina of ABCD of 30mm side rests on the corner C such that diagonal AC appears
as at 30° to the VP in the top view. The two sides BC and CD containing the
corner C make equal inclinations with the HP. The surface of the lamina makes
45° with HP. Draw its top and front views.
10. A
pentagonal plane lamina of edges 20mm is resting on HP with one of its corner
touching it such that plane surface makes an angle of 60° with HP. The two of
the base edges containing the corner on which the lamina rests make equal
inclinations with HP. If the edge opposite to this corner makes an angle of 45°
with the VP. Draw the top and front views of the plane lamina in this position.
11. A hexagonal
lamina of 30mm sides rests on HP on one of its sides. The side which is on HP
is perpendicular to VP and the surface of the lamina is inclined to HP at 45°.
The lamina is
then rotated through 90° such that the side on HP is parallel to the VP, while
the surface is still inclined to HP at 45°. Draw the front view and the top
view of the lamina in its final position.
12.
A circular lamina of 60mm diameter rests on HP such
that the surface of the lamina is inclined at 30° to HP. The diameter through
the point on which the lamina rests on HP appears to be inclined at 30° to the
VP in the top view. Obtain its projections.
