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WorksheetsIGCSE Math Ch10 Vectors and Polygons
Total questions: 113
Worksheet time: 2hrs 15mins
Find angle x
156o
125o
170o
80o
Find angle x
136o
226o
316o
91o
Find angle x
215o
35o
125o
85o
Find angle x
90o
45o
135o
225o
Find angle x
220o
130o
40o
170o
Find angle x
252o
72o
162o
171o
Find angle x
21o
201o
111o
191o
Find angle x
236o
56o
146o
191o
Find angle x
127o
217o
37o
63o
Find angle x
125o
215o
35o
65o
Find angle x
247o
67o
157o
203o
Find angle x
247o
67o
157o
203o
Find the area of the following polygon.
108 u2
1782 u2
445 in2
891 in2
Find the area of the following polygon.
15 in2
240 in2
120 in2
20 in2
Find the area of this regular polygon
81.8 m2
204.4 m2
408.8 m2
40.8 m2
What is the area?
24 cm2
48 cm2
120 cm2
240 cm2
What is the area?
173.832 u2
21.729 u2
43.458 u2
347.664 u2
Find m<OHM
30°
60°
90°
45°
Find the measure of the angle K .
97°
17°
90°
48°
Find the missing angle .
95°
7°
80°
39°
The measure of each interior angle of a regular polygon is 162° .Find the number sides of the polygon.
180
75
40
20
What is the sum of interior angle in a nonagon?
360°
1260°
1080°
700°
Classify this polygon
Regular
Irregular
How many lines of symmetry are there on an equilateral triangle?
0
1
2
3
The figure shown is called a _______ because it has 8 side .
Heptagon
Octagon
Pentagon
What is the sum of the internal angles of a pentagon?
540
720
75
45
540
90
360
What is an irregular polygon?
A polygon with no angles the same
A polygon with no sides the same
A polygon that does not have all of its sides or angles equal
A polygon with all sides the same
A polygon with some sides the same
A polygon with some angles the same
The name of a polygon with 5 sides is:
Pentagon
Nonagon
Fivetagon
Octagon
Classify this polygon
Regular
Irregular
Classify this polygon
Regular
Irregular
Which of the following are equiangular and equilateral polygons?
Square
Octagon
Rhombus
Polygon
When all the ANGLES of a polygon are equal , it is said to be ___________
regular
equilateral
irregular
equiangular
When all the SIDES of a polygon are equal , it is said to be ___________
regular
equilateral
irregular
equiangular
What is a regular polygon?
A polygon that has 1 set of parallel sides and 1 right angle.
A polygon that has 2 sets of parallel sides and 2 right angles.
A polygon that has 2 right angles and 2 sides congruent.
A polygon in which all sides and all angles are congruent.
which shape is not a polygon
The name of a polygon with 5 sides is:
Pentagon
Nonagon
Fivetagon
Octagon
The name of this polygon is
Heptagon
octagon
Hexagon
Nonagon
Which of the following shapes are not polygons?
A polygon is a closed sided figure with _____________.
Select the two correct ways to classify the triangle in the picture.
isosceles
right
scalene
acute
obtuse
Describe the translation from the shaded shape to shape B.
⌈2⌉
⌊2⌋
⌈5⌉
⌊2⌋
⌈3⌉
⌊2⌋
⌈4⌉
⌊3⌋
Describe the translation from the shaded shape to shape E.
⌈−4⌉
⌊−4⌋
⌈−1⌉
⌊−2⌋
⌈4⌉
⌊4⌋
⌈−4⌉
⌊−2⌋
What translation is described by the given vector?
2 left, 6 down
2 right, 6 down
2 left, 6 up
2 right, 6 up
What translation is described by the given vector?
8 left and none up or down
8 up and non left or right
8 down and non left or right
8 right and none up or down
What is the column vector of c
⌈3⌉
⌊1⌋
⌈2⌉
⌊−3⌋
⌈−3⌉
⌊2⌋
⌈3⌉
⌊−3⌋
What is the column vector of g
⌈3⌉
⌊1⌋
⌈0⌉
⌊3⌋
⌈−3⌉
⌊0⌋
⌈0⌉
⌊−3⌋
What is the column vector of b
⌈1⌉
⌊5⌋
⌈−5⌉
⌊−1⌋
⌈5⌉
⌊−1⌋
Which statement describes a scalar?
direction
An example of scalar magnitude is _____.
velocity
mass
acceleration
force
the weight of a potatoes is 25 kg correct to the nearest kG /write down the smallest possible weight of the of bag /and also in largest
smallest24.5/largest25.5
smallest23.6/largest29.5
smallest24.5/largest25.5kg
kjjnejneqovmqeo
x - y - 1 ≤ 0
y≥0
x+y≥6
3x+2y≥15
y≥0
x+y≤6
2x+3y≤15
y≥0
4000x+y≤6
2x+600y≤15
What is
the Bearing
of A
from B?
-P
b - a
-b - a
a - b
-1/2 a - 1/2 b
1/2 a - 1/2 b
1/2 a - b
b - 1/2 a
b - 1/2 a
1/2 a - b
1/2 (a + b)
1/2 (b - a)
-p - r
r - p
p + r
-2p - r
r
p
2p
-p
r - p
-p + 1/2 r
r - 1/2 p
1/2 r + p
1/2 p + 1/2 r
1/2 p - 1/2 r
1/2 r - 1/2 p
p - 1/2 r
p
-p
-1/2 p
-1/4 p
-a - 3b
b + 3a
3a - b
-3a - b
b - c + 3a
3a + b + 3c
3a + b - 3c
b - 2c + 3a
-c - 2a
2c + a
c - 2a
2a - c
-2a - c
c - 2a
c + 2a
-a - 2c
2a - 2b
a - b
2a + 2b
a - 2b
b - a
a + 5b
a + b
a - b
3b + a
-3b + a
3b - a
2a + 2b
a + 4b
b - 2a
-2b - a
a - 2b
2a + b
3a + b
3a - b
a - b
b
a
3a
-b
ab
b + a
3a + b
4a
a
b
2a
-a
