<li>[[File:WA2013 MATH P1Q015.jpg|thumb|190x190px|left]]In a diagram, PRST is a square. If |PQ| = 24cm. |QR| = 10cm and <math>\angle</math>PQR =90°; find the perimeter of the polygon PQRST.
<li>In a diagram, PRST is a square. If |PQ| = 24cm. |QR| = 10cm and <math>\angle</math>PQR =90°; find the perimeter of the polygon PQRST.[[File:WA2013 MATH P1Q015.jpg|thumb|190x190px|center]]<ol type="a">
<ol type="a">
<li>112cm</li>
<li>112cm</li>
<li>98cm</li>
<li>98cm</li>
Line 122:
Line 121:
</ol>
</ol>
</li>
</li>
<li>[[File:WA2013 MATH P1Q016.jpg|thumb|194x194px|left]]In the diagram, the height of a flagpole (TF) and the length of its shadow (FL) are in the ratio 6:8. Using K as a constant of proportionality, find the shortest distance between T and L.
<li>In the diagram, the height of a flagpole (TF) and the length of its shadow (FL) are in the ratio 6:8. Using K as a constant of proportionality, find the shortest distance between T and L.[[File:WA2013 MATH P1Q016.jpg|thumb|194x194px|center]]<ol type="a">
<ol type="a">
<li>7K units</li>
<li>7K units</li>
<li>10K units</li>
<li>10K units</li>
Line 147:
Line 145:
</ol>
</ol>
</li>
</li>
<li>[[File:WA2013 MATH P1Q019.jpg|left|thumb]]In the diagram, <math>\overline{VX}</math> is a tangent to the circle ''UYW'' at W. If WY//UV, <math>\ang</math>UYW = 95° and <math>\ang</math>UWY = 46°, find <math>\ang</math>UVW.
<li>[[File:WA2013 MATH P1Q019.jpg|thumb|center]]In the diagram, <math>\overline{VX}</math> is a tangent to the circle ''UYW'' at W. If WY//UV, <math>\ang</math>UYW = 95° and <math>\ang</math>UWY = 46°, find <math>\ang</math>UVW.
<li>[[File:WA2013 MATH P1Q021.jpg|left|thumb]]In the diagram, PQRS is a rhombus and <math>\ang</math>PSQ = 35°. Calculate the size of <math>\ang</math>PRQ.
<li>[[File:WA2013 MATH P1Q021.jpg|thumb|center]]In the diagram, PQRS is a rhombus and <math>\ang</math>PSQ = 35°. Calculate the size of <math>\ang</math>PRQ.
<ol type="a">
<ol type="a">
<li>65°</li>
<li>65°</li>
Line 169:
Line 167:
</li> </ol>
</li> </ol>
</li>
</li>
<li>[[File:WA2013 MATH P1Q022.jpg|left|thumb]]Find the value of ''m'' in the diagram.
<li>[[File:WA2013 MATH P1Q022.jpg|thumb|center]]Find the value of ''m'' in the diagram.
<ol type="a">
<ol type="a">
<li>34°</li>
<li>34°</li>
Line 177:
Line 175:
</li> </ol>
</li> </ol>
</li>
</li>
<li>[[File:WA2013 MATH P1Q023.jpg|left|thumb|270x270px]]In the diagram, ''O'' is the centre of the circle, OM\\XZ and <math>\ang</math>ZOM = 25°. Calculate <math>\ang</math>XYZ.
<li>[[File:WA2013 MATH P1Q023.jpg|thumb|270x270px|center]]In the diagram, ''O'' is the centre of the circle, OM\\XZ and <math>\ang</math>ZOM = 25°. Calculate <math>\ang</math>XYZ.
<ol type="a">
<ol type="a">
<li>50°</li>
<li>50°</li>
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Objective Test Questions
Multiply 2.7 × by 6.3 × and leave your answer in standard form.
1.7 ×
1.70 ×
1.701 ×
17.01 ×
If , find x.
1
2
In what number base is the addition 465 + 24 + 225 = 1050?
Ten
Nine
Eight
Seven
Simplify:
9
2
If Un = n(n2 + 1), evaluate U5 - U4.
18
56
62
80
If
-2
-1
1
2
A sales boy gave a change of ₦68 instead of ₦72. Calculate his percentage error.
4%
5
7%
Four oranges sell for ₦x and three mangoes sell for ₦y. Olu bought 24 oranges and 12 mangoes. How much did he pay in terms of x and y?
₦(4x + 6y)
₦(6x + 4y)
₦(24x + 12y)
₦(12x + 24y)
Simplify:
x + y
x - y
Solve the inequality:
x > 0
x <
x >
x <
If x = 64 and y = 27, calculate:
1
Which of the following lines represents the solution of the inequality 7x < 9x —4?
Option a
Option b
Option c
Option d
If x + 2y = 3 and x - 2y = 1, find (x + y).
3
2
1
0
Given that , make q the subject of the equation.
In a diagram, PRST is a square. If |PQ| = 24cm. |QR| = 10cm and PQR =90°; find the perimeter of the polygon PQRST.
112cm
98cm
86cm
84cm
In the diagram, the height of a flagpole (TF) and the length of its shadow (FL) are in the ratio 6:8. Using K as a constant of proportionality, find the shortest distance between T and L.
7K units
10K units
12K units
14K units
A chord is 2cm from the centre of a circle. If the radius of the circle is 5cm, find the length of the chord.
cm
A cube and a cuboid have the same base area. The volume of the cube is 64 cm³ while that of the cuboid is 80 cm³?.
2 cm
3 cm
5 cm
6 cm
In the diagram, is a tangent to the circle UYW at W. If WY//UV, UYW = 95° and UWY = 46°, find UVW.
51°
49°
39°
34°
In the diagrams, |XZ| = |MN|, |ZY| = |MO| and |XY| = |NO|. Which of the following statements is true?
ZYX OMN
YZX NOM
ZXY MON
XYZ NOM
In the diagram, PQRS is a rhombus and PSQ = 35°. Calculate the size of PRQ.
65°
55°
45°
35°
Find the value of m in the diagram.
34°
27°
23°
17°
In the diagram, O is the centre of the circle, OM\\XZ and ZOM = 25°. Calculate XYZ.
50°
55°
60°
65°
If sin x = and cos x = 90°. find the value of (cos x − tan x).
An object is 6 m away from the base of a mast. The angle of depression of the object from the top of the mast is 50. Find, correct to 2 decimal places, the height of the mast.
8.60 m
7.51 m
7.15 m
1.19 m
The bearing of Y from X is 060° and the bearing of Z from Y is 060°. Find the bearing of X from Z.
300°
240°
180°
120°
Which of the following is not a probability of Mary scoring 85% in a mathematics test?