No student devices needed. Know more
57 questions
Which of the following are identities?
2x + 1 = 3x - 2
2x + 1 = 3x - x + 1
x2 - y2 = ( x - y ) ( x + y )
( x + y )2 = x2 + y2
If Ax2 + 3x + 1 ≡ Bx + 1 - 2x2 , then
A = - 2 and B = 3 .
A = 1 and B = 1 .
A = 2 and B = 1 .
A = 2 and B = 3 .
If x2 + (A+B)x + A ≡ x2 + x + 3 , then B =
3 .
- 2 .
1 .
- 1 .
(i) 3x + 6 = 3 ( x + 2 )
(ii) 3 ( x + 2 ) = 3x + 6
(i) is and (ii) is .
(i) factorization , (ii) expansion
(i) expansion , (ii) factorization
(i) expansion , (ii) expansion
(i) factorization , (ii) factorization
If x3 + 2x2 - x - 2 is factorized, the result is ( x - 1 ) ( x + 1 ) ( x + 2 ) .
If ( x - 1 ) ( x + 1 ) ( x + 2 ) is expanded, the result is
x3 + 2x2 - x - 2 .
呀 Sir 無教
中四才學
( x - 1 ) ( x + 1 ) ( x + 2 )
2 m + 6 mn =
2m ( 3 n ) .
2m ( 1 + 3 n ) .
2m ( 1 + 6 m n ) .
2m ( 1 + 4 n ) .
Factorize 6 a ( m + n ) - 12 b ( m + n ) .
6 ( m + n ) ( a - 2 b )
2 ( m + n ) ( 3 a - 6 b )
6 ( m + n )2 ( a - 2 b )
6 ( m + n ) ( a -6 b )
x ( a + b ) - a - b =
( a + b ) ( x - 1 ) .
( a - b ) ( x - 1 ) .
( a + b ) ( x + 1 ) .
( a - b ) ( x + 1 ) .
hk - 2 h - 2 + k =
( h + 1 ) ( k - 2 ) .
( h + 2 ) ( k - 1 ) .
( h - 2 ) ( k + 1 ) .
( h - 1 ) ( k + 2 ) .
m ( 2 a - b ) + n ( b - 2 a ) =
( 2 a - b ) ( m + n ) .
( 2 a - b ) ( m - n ) .
x2 - 4y2 =
( x - 2 y ) ( x + 2 y ) .
( x + 2 y ) ( x + 2 y ) .
( 2 x + y ) ( 2 x + y ) .
( 2 x - y ) ( 2 x + y ) .
x2 + 2xy + y2 =
( x + y )2
( x - y )2
( x + y ) ( x - y )
4 - ( x + y )2 =
( 4 - x + y ) ( 4 + x + y ) .
( 4 - x - y ) ( 4 + x + y ) .
( 2 - x - y ) ( 2 + x + y ) .
( 2 - x + y ) ( 2 + x + y ) .
9 - y2 =
( y - 3 ) ( y + 3 ) .
( 3 - y ) ( 3 + y ) .
( 3 - y )2 .
( 1 - 3 y ) ( 1 + 3 y ) .
x2 - x - 2 =
( x - 2 ) ( x + 1 ) .
( x + 2 ) ( x - 1 ) .
( 2 x + 1 ) ( x - 1 ) .
( 2 x - 1 ) ( x + 1 ) .
x2 + x y - 12 y2 =
( x - 3 y ) ( x + 4 y ) .
( x - 3 ) ( x + 4 ) .
( x - 2 y ) ( x + 6 y ) .
( x - 2 ) ( x + 6 ) .
Which of the following is the correct procedure to make the subject of the formula?
Solve the simultaneous equations
x + 2y = 1
x - 2 y = 7
x= 4 and y = -3/2
x= 3 and y = -1
x= 4 and y = 5/2
x= 2 and y = -1
Solve the simultaneous equations
y = 1 - 3x
y = 2x - 9
x = 2 and y = - 5
x = - 8 and y = 25
x = 10 and y = - 29
x = 4 and y = - 11
Which of the following figure shows the graph of y = x + 1 ?
Solve graphically 3x+2y=23 and 4x-5y=0 .
x = 5 and y = 4
x = 4 and y = 5
Solve graphically 2x+3y=15 and 3x+y=12 .
The approximate solution is (2.5 , 4.5) .
The approximate solution is (4.5 , 2.5) .
The exact solution is (2.5 , 4.5) .
Which of the following points lie on the straight line 2x - y = 3 ?
( 2 , 1 )
( -1 , -5 )
( 1 , 1 )
( 4 , 5 )
In the following situations, are the values mentioned exact or estimated?
(i) There are 80 staff in a company.
(ii) The area of an office is 3000 m2 .
(i) exact (ii) exact
(i) exact (ii) estimated
(i) estimated (ii) exact
(i)estimated (ii) estimated
Round off 3816 to the nearest hundred.
3800
38
3820
4000
Round down 124.8624 to 1 decimal place.
124.8
100
124.86
124.9
Round up 0.00376124 to 3 significant figures.
0.00377
0.004
0.003
0.00376
The length of a wire is measured as 15 cm , correct to the nearest cm . Find the range of the actual length of the wire.
14.5 cm ≤ length < 15.5 cm
14 cm ≤ length < 16 cm
14.5 cm < length ≤ 15.5 cm
0.5 cm
The weight of a car is 850 kg (correct to the nearest kg). Which of the following CANNOT be its actual weight?
850 kg
850.2 kg
850.7 kg
849.8 kg
The height of a building is 300 m (correct to the nearest m). Which of the following could be its actual height?
300.2 m
300.8 m
299 m
299.3 m
Determine whether each of the following data is discrete or continuous.
(i) The number of students of a school.
(ii) The total weight of the students of a school.
(i) discrete (ii) discrete
(i) discrete (ii) continuous
(i) continuous (ii) discrete
(i)continuous (ii) continuous
The University of Hong Kong is studying the safety of various brands of vaccines. Which of the following methods of collecting data is most appropriate?
Visit the company that produces the vaccine
Carry out experiment to test the safety of the vaccines.
Conduct a survey of the citizens have vaccination using questionnaires
To count how many citizens have vaccination
The pie chart shows the various expenditures of Kerry’s birthday part. The expenditure on decoration is $480 .
Find the expenditure on gift.
$1320
$980
$1180
$1460
80
90
100
120
20.5 s - 25.5 s
23 s - 28 s
20 s - 25 s
35.5 s - 40.5 s
40
50
60
80
54
67
60
58
x = 7 and y = 9
x = 16 and y = 25
x = 14 and y = 22
x = 18 and y = 26
x = 4 and y = 13
x = 10 and y = 27
x = 6 and y = 9
x = 8 and y = 12
Determine whether a rate or a ratio should be used to relate the quantities in each of the following statements.
(i) A machine produces 90 cans of soft drinks hourly.
(ii) The weights of different brand of soft drinks.
(i) rate (ii) rate
(i) rate (ii) ratio
(i) ratio (ii) rate
(i) ratio (ii) ratio
If x : 3 = x+1 : 5 , then x =
1 .
3/2 .
2 .
2/3 .
If a : b = 3 : 4 and b : c = 6 : 5 , then a : b : c =
9 : 12 : 10 .
18 : 24 : 20 .
3 : 12 : 5 .
If a : b : c = 3 : 2 : 4 and a + b + c = 108 , then a =
12 .
24 .
32 .
36 .
In the figure, x =
80o .
40o .
50o .
100o .
An interior angle of an equilateral triangle is
90o .
60o .
180o .
360o .
The sum of all interior angles of a n-sided polygon is
( n - 2 )180o .
( n - 2 )180o / n .
360o .
180o .
The sum of all exterior angles of a n-sided polygon is
360o .
180o .
( n - 2 )180o .
360o / n .
In the figure, x =
60o .
無得計喎。
30o .
45o .
In the figure, AB =
10.2 cm .
10.2 .
10.1 .
10.1 cm .
下列哪些是考試時記住做?
寫單位
畫圖用鉛筆
要用計數機
做文字題要有答句
若要計算AD,
首先要計 ΔBCD 和 ΔABD 的 common side。
首先要用量角器。
首先要借計數機。
In the figure, tan θ =
4/3 .
3/4 .
4/5 .
3/5 .
In the figure, cos θ =
5/13 .
5/12 .
12/13 .
12/5 .
3 cm .
27 cm .
12 cm .
21 cm .
Explore all questions with a free account