Free Printable F1 mm chp 6

1.

x + 12 = 20

a)

x = 32

b)

x = -32

c)

x = 8

d)

x = -8

2.

Solve the equation
3x = 27.

a)

x = 24

b)

x = 81

c)

x = 9

d)

x = 3

3.

Solve for x:

a)

x = 20

b)

x = 7

c)

x = 10

d)

x = 3

4.

Which of the following is an equation?

a)

6x + 2x - 6

b)

6x² + 10 = 25

c)

6x² + 10 - 25

d)

10y - 6 + 34u

5.

State the linear equation in one variable that suitable for this situation:

"The price of chicken is RMb per kilogram. Rozita bought 3 kg of chicken and made a total payment of RM21."

a)

3 $+$ b = 21

b)

3 $-$ b = 21

c)

3 $\times$ b = 21

d)

3 $\div$ b = 21

6.

Find the value of y.

$\frac{2}{3}$ y – 9 = 7

a)

y=-24

b)

y = 24

7.

Find the value of m.

2(m + 4) = 22

a)

m=-7

b)

m = 7

8.

Find the value of k.

4k – 8 = 10k + 16

a)

k=-4

b)

k=4

9.

Which of the following equations are linear equations in one variable?

a)

$y^2+3y=1$

b)

$3j+2=5$

c)

$2(k–7)=k$

d)

$p–4q=6$

10.

Which of the following equations are linear equations in two variables?

a)

$\frac{y}{6}+4=–2x$

b)

$5a^3–4=4b$

c)

$3h–1=5k$

d)

$k+1=6$

11.

Form a linear equation in two variables for the following situation:

"The different between the price for 6 plates of nasi lemak and 3 plates of fried noodles is RM39."

a)

$39-6x=3y$

b)

$6x=39\ -3y$

c)

$6x+3y=39$

d)

$6x-3y=39$

12.

Selesaikan setiap persamaan yang berikut. (Solve each of the following.)

a)

x=2

b)

x=3

c)

x=4

d)

x=5

13.

Selesaikan (Solve) 6x-8=4(x+1)

a)

x=1

b)

x=2

c)

x=3

d)

x=6

14.

Selesaikan (Solve) 4y-6=2(y-1)

a)

y=1

b)

y=2

c)

y=3

d)

y=4

15.

Apakah persamaan liear dalam dua pemboleh ubah? (Which linear equation with two unknown?)

a)

2p-p=5

b)

h-m=-1

c)

5a+16=2a-3

d)

2x²-3=0

16.

Bentukkan persamaan linear dalam dua pemboleh ubah bagi setiap yang berikut. (Form a linear equation in two variables for each of the following.) Jumlah harga tiket untuk 6 orang dewasa dan 3 orang kanak-kanak ialah RM 350.(The total price of tickets for 6 adults and 3 children is RM 350.)

a)

8x+5y=450

b)

6x+5y=350

c)

6x+3y=350

d)

6x-3y=350

17.

Perimeter sebuah segi empat tepat dengan panjang q cm dan lebar p cm ialah 18cm. (The perimeter of a rectangle with length q cm and width p cm is 18cm.)

a)

p+q=18

b)

2p+2q=18

c)

p-q=18

d)

2p-2q=18

18.

Selesaikan setiap persamaan yang berikut. (Solve each of the following.)

a)

y=3

b)

y=4

c)

y=5

d)

y=6

19.

Selesaikan (Solve) 4+3x=4(x+3)

a)

x=-8

b)

x=2

c)

x=3

d)

x=4

20.

Selesaikan (Solve)

a)

x=1

b)

x=-1

c)

x=-2

d)

x=2

21.

Selesaikan (Solve)

a)

x=22

b)

x=32

c)

x=42

d)

x=52

22.

A box containing p blue marbles and q red marbles. Red marbles more than blue marbles 12 marbles .Form a linear equation in two variables.(Kotak yang mengandungi guli p biru dan guli merah q. Guli berwarna merah melebihi guli berwarna biru sebanyak 12 guli. Bentukkan persamaan linear dalam dua pembileh ubah.)

a)

2q+p=24

b)

q+p=12

c)

2q-p=24

d)

q-p=12

23.

The diagram shows a rectangle. The rectangle perimeter is 32cm. Find the value of r when q = 5.(Rajah menunjukkan sebuah segi empat tepat. Cari nilai r apabila q=5.)

a)

r=2

b)

r=4

c)

r=6

d)

r=8

24.

The sum of the two numbers p and q is 62. The difference between p and q is 14. Find the values of p and q. (Hasil tambah dua nombor p dan q ialah 62. Beza di antara p dan q ialah 14. Cari nilai bagi p dan q.)

a)

p=28 , q=14

b)

p=34 , q=12

c)

p=38 , q=24

d)

p=38 , q=14

25.

The total stamps of Atan and Rama is 116 pieces. Atan has 36 more stamps than Rama. Find the number of stamps owned by Atan and Rama.(Jumlah setem Atan dan Rama ialah 116 keping. Atan memepunyai 36 keping setem lebih daripada Rama. Cari bilangan setem yang dimiliki oleh Atan dan Rama.)

a)

Atan : 76 , Rama : 80

b)

Atan : 36 , Rama : 20

c)

Atan : 56 , Rama : 40

d)

Atan : 76 , Rama : 40

26.

persamaan linear dalam satu pemboleh ubah

linear equation with one unknown

a)

k+1=5

b)

5a+16=2b-3

c)

w+3v-9=4u

d)

3ab -8=2a

27.

In a fun fair, 1000 tickets were sold to residents of Teluk Intan. The adult ticket’s costs RM8.50 and the children ticket’s costs RM4.50 and a total of RM7300 was collected. How many tickets of each kind of ticket were sold?

a)

a+c=1000

8.50a+4.50c=7300

b)

a-c=1000

8.50a+4.50c=7300

c)

a+c=1000

8.50a-4.50c=7300

d)

a-c=1000

8.50a-4.50c=7300

28.

A group of 28 students comprising of x boys and y girls. Each boy and each girl

contribute RM3 and RM5 respectively to the class fund. A total of RM100 was

collected. Find the number of boys in the group.

a)

x+y=28

3x-5y=100

b)

x-y=28

3x+5y=100

c)

x+y=28

3x+5y=100

29.

\frac{2x-3}{4x-3}=2

a)

x=1/2

b)

x=2

30.

\frac{-4x-\left(3x+2\right)}{x+5}=4

a)

x=2

b)

x=-2

c)

x=1/2

31.

-2y-(3y+2)=8

a)

y=-2

b)

y=2

32.

\frac{x-2}{2x+5}=5

a)

x=-3

b)

x=3

33.

10x-1=15-6x

a)

x=1

b)

x=-1

34.

\frac{3x}{2}+5=\frac{5x}{2}-1

a)

x=-6

b)

x=6

35.

\frac{3x}{2}-2=\frac{13x}{4}-9

a)

x=4

b)

x=-4

36.

9x-8=11x-10

a)

x=1

b)

x=-1

37.

\frac{x}{2}+\frac{x}{3}=5

a)

x=6

b)

x=-6

38.

-\frac{17}{19}x+51=0

a)

x=57

b)

x=-57

39.

5x-3(1-x)=13

a)

x=2

b)

x=-2

40.

4x-(-2x+5)=19

a)

x=4

b)

x=-2

c)

x=-4

41.

\frac{2x-3}{4x-3}=2

a)

x=1/2

b)

x=2

c)

x=-1/2

d)

x=-2

42.

$x+3=\frac{x-1}{3}$

a)

x=5

b)

x=-5

43.

$\frac{3x}{2}-11=7$

a)

x=-12

b)

x=12

44.

$\frac{4y-1}{1+3y}=\frac{3}{4}$

a)

y=1

b)

y=-1

45.

Solve the simultaneous linear equation by using the substitution or elimination.

-2x+4y=10

3x-2y=1

a)

x=3

y=4

b)

x=-3

y=-4

c)

x=3

y=-4

d)

x=-3

y=-4

46.

Solve the simultaneous linear equation by using the substitution or elimination.

4x-7y=-36

-x+2y=10

a)

x=2

y=-4

b)

x=-2

y=-4

c)

x=-2

y=4

d)

x=2

y=4

47.

Solve the simultaneous linear equation by using the substitution or elimination.

-x+2y=-5

x+7y=-22

a)

x=1

y=3

b)

x=1

y=-3

c)

x=-1

y=3

d)

x=-1

y=-3

48.

Solve the simultaneous linear equation by using the substitution or elimination.

3x+5y=-9

-6x-3y=-3

a)

x=2

y=-3

b)

x=2

y=3

c)

x=-2

y=3

d)

x=-2

y=-3

49.

Solve the simultaneous linear equation by using the substitution or elimination.

5x+2y=6

10x-7y=-21

a)

x=0

y=-3

b)

x=0

y=3

50.

Solve the simultaneous linear equation by using the substitution or elimination.

6x+7y=-23

5x-7y=45

a)

x=2

y=-5

b)

x=-2

y=5

51.

Solve the simultaneous linear equation by using the substitution or elimination.

$x-\frac{1}{3}y=3$ , 2x+y=1

a)

x=2

y=-3

b)

x=-2

y=3

52.

Solve the simultaneous linear equation by using the substitution or elimination.

3x+\frac{1}{2}y=9

,

x-2y=16

a)

x=4

y=-6

b)

x=-4

y=6

F1 mm chp 6

Total questions: 52

Worksheet time: 3hrs 1mins

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