Free CXC Technical Drawing Paper 1 May/June 2016 past paper from 2016. Includes a worked answer key. Open the PDF, take a timed test, and study with AI on Caribbean AI.
Answer keys are free on Caribbean AI. View the answers to every past-paper question at no cost - no payment needed - with step-by-step worked solutions and instant AI marking available on Premium.
CSEC Technical Drawing Paper 1 May/June 2016 - Free CXC Past Paper with Answers
Free CXC Technical Drawing Paper 1 May/June 2016 past paper from 2016. Includes a worked answer key. Open the PDF, take a timed test, and study with AI on Caribbean AI.
Opening the interactive papers…
Every question from this paper as text. See the answers and worked solutions. Questions are the property of the Caribbean Examinations Council; Caribbean AI is not affiliated with CXC.
Item 1 refers to the following diagram.
How is the centre of the circle in the drawing above located?
By drawing two chords
By bisecting each chord
By bisecting each angle
By drawing three chords
Which of the following is MOST important about the hexagon? I. It can be constructed if given the diameter of the circumscribing circle. II. It can be constructed if given the across-flat dimension. III. It can be constructed by drawing tangents to the circle with a 60° set square.
I and II only
I and III only
II and III only
I, II and III
Which of the following circles is correctly dimensioned?
In technical drawing, the phrase 'curves meeting each other tangentially' means that the curves
will meet smoothly
will not blend properly
have sufficient clearance
will meet at right angles
A circle is drawn inside a polygon. If that circle touches all the sides of the polygon, it is known as
an internal circle
an escribed circle
an inscribed circle
a circumscribed circle
Which of the following BEST describes the quadrilateral?
A square-shaped figure
The point where two lines meet
A four-sided figure with two parallel sides and equal angles
A plane figure bounded by four straight lines and whose interior angles add up to 360°
If the perimeter of a rhombus is 152 mm, then the length of one side is
33 mm
38 mm
66 mm
76 mm
If a triangle with a perimeter of 198 mm is constructed with sides in the ratio of 2:3:4, the SHORTEST side will be
exactly 44 mm
less than 44 mm
exactly 64 mm
exactly 84 mm
Item 9 refers to the following diagram.
In the diagram above, which of the labelled lines indicates a cutting plane line?
I
II
III
IV
Which of the following instruments is used to draw electrical and architectural symbols quickly?
Flexi-curve
Template
Protractor
Beam compass
Item 11 refers to the following diagram.
The diagram above shows the development of a
square transitional piece
square to round transitional piece
right cone cut parallel to the base
right cone cut at an angle to the base
Item 12 refers to the following diagram.
The development above was drawn from a truncated
cube
cone
cylinder
square pyramid
A development of an object is a drawing showing
one view
two views
a pictorial sketch
the unfolding of the surfaces
A quadrilateral with ONE pair of parallel sides is a
rhombus
rectangle
trapezium
parallelogram
Which of the following instruments is used to draw horizontal lines when using a drawing board?
If the length of a line on a drawing is 25 mm and the scale ratio is 1:10, then the actual length is
2.5 mm
25.0 mm
100.0 mm
250.0 mm
Item 17 refers to the following diagram.
In the diagram above, ABCDEF is a regular hexagon. What is the size of angle X?
50°
60°
70°
80°
Item 18 refers to the following diagram.
In the diagram above, the angle EFH is
30°
45°
60°
90°
When designing a new product, which type of drawing is usually made FIRST?
Scale drawing
Sketch solution
Detailed solution
Engineering drawing
A regular polygon with an exterior angle of 72° is
an octagon
a hexagon
a heptagon
a pentagon
An eraser shield is MAINLY used to
keep an eraser clean
measure eraser marks
keep the drawing clean
allow erasure of part of a line
Which of the following are NOT examples of polygons?
Kite and rhombus
Isosceles and scalene
Eccentric and concentric
Heptagon and decagon
Item 23 refers to the following diagram.
The diagram above shows part of the construction necessary for drawing an ellipse. What term describes the points E and F?
Focal
Normal
Minor axes
Major axes
Item 24 refers to the following diagram.
Which of the following polygons can be constructed in the circle above that has a radius of 8P?
A hexagon
An octagon
A pentagon
A nonagon
Construction lines must be drawn
dark
light
chain
broken
Which of the following can be found if given the major and minor axes?
Radial lines
Focal points
Parallel lines
Intersecting lines
Which of the following instruments is used to draw irregular curves?
Compass
Protractor
Flexi-curve
Radius curve
To draw a circle to pass through the three given points, E, F and G, one MUST first
construct chords EF and FG
draw any chord and bisect it
draw a circle 30 mm in diameter
construct the tangents to the arc of the circle
The diagram above illustrates the proper method of
constructing an ellipse with trammel
constructing the hyperbola as a conic section
finding the foci, the normal and the tangent of an ellipse
finding the focus of a parabola and the tangent at a point
Which of the following diagrams illustrates how to bisect a straight line?
In order to construct a tangent from the point P to the circle in the diagram above, one must FIRST
draw an arc
draw a semicircle
join P to the centre
join P to a point on the circumference
What is the value of angle P in the diagram above?
In the diagram above, the ratio of the area of EFGH to that of EGIJ is
1:4
1:3
1:2
2:3
The development shown above represents that of
an octagonal prism
a hexagonal prism
a hexagonal pyramid
a heptagonal pyramid
Which of the following procedures is used when constructing the circumscribed circle of a triangle?
Bisect any two sides.
Draw any two chords.
Bisect any two angles.
Draw the extension of two sides.
In the diagram above, if OT is 75 and radius OP is 45 what is the length of the tangent TP?
60
65
70
75
The diagram above shows the construction of a regular hexagon, given the
length of the sides
perimeter and altitude
length of the diagonals
perpendicular distance between the sides
The diagram above shows how to find the centre of an arc with radius R which is tangential to
a straight line
a line and a circle
two straight lines meeting at any angle
two straight lines meeting at right angles
The lines marked X on the diagram above are symbols which indicate
the axes of symmetrical parts
that the edges are to be measured
that sections are to be removed
the continuation of the object
Which of the following diagrams shows the correct construction of a rhombus, given one diagonal and the length of the sides?
The true shape of the cut surface A-A on the right cone above is
The diagram above is to be reproduced in third-angle projection. On which of the following views can the distance X be measured?
I. End II. Plan III. Front
I and II only
I and III only
II and III only
I, II and III
Patterns for cones and pyramids are produced by line development known as
plain
radial
curved
parallel
The representative ratio for a scale of 1 mm equals 1 m is
1:100
1:200
1:500
1:1000
Which of the following triangles has all angles the same size and all sides the same length?
Scalene
Isosceles
Right angle
Equilateral
Item 48 refers to the following diagram.
The diagram shows the construction of a rectangle BCDE that is
half the area of triangle ABC
twice the area of triangle ABC
equal to the area of triangle ABC
the same perimeter as triangle ABC
The sum of the angles in a quadrilateral is
180°
360°
540°
720°
When two or more circles are drawn from the same centre but with different radii, the circles are said to be
asymmetric
concentric
elliptical
parabolic
In the diagram above, in order to divide AB in the ratio 4:5.3 by proportional divisions, it is necessary to first
divide 72 by 6
step off 12 equal divisions on AB
measure AB and divide it into 3 parts
step off 12 equal divisions on AC
If a car picks up a tack on the circumference of one of its tyres, then the path traced by the tack as the car is driven is called
an involute
a parabola
a cycloid
an archimedean spiral
In the ellipse above, which sum of distances is equal to AB?
AC + BC
F2C + CD
F1C + CB
F1C + F2C
What is the value of the angle ẞ?
30°
45°
60°
120°
The tangent to an ellipse is a straight line passing through
one point on the curve
the minor axis and one focal point
any focus and one point on the curve
a given point on the curve and perpendicular to the normal
The construction above shows that
BCDE is equal in area to BDE
ABCD is equal in area to AEB
ABCD is twice the area of HBFG
HBFG is twice the area of ABCD
The method of construction shown in the diagram above is used to
show that any angle in the semicircle is 90°
draw a tangent to a circle from a given point, P
draw a tangent to a circle through a given point, S
show that the area of the semicircle is half that of the circle
The hyperbola above has an eccentricity of 3:2. The distance, x, is equal to
5 mm
10 mm
15 mm
20 mm