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  • P4 Maths
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Question 1 of 12

Every year around the Christmas period, Shaun and his church friends always go around carolling, at 7pm to 10pm each weekday night. If the group spends an hour for each house, inclusive of travelling time, and they started on Wednesday at 7pm, which day and at what time would they complete carolling for a street which contains 13 houses?

A

Tuesday @ 6pm

B

Tuesday @ 8pm

C

Wednesday @ 6pm

D

Wednesday @ 8pm

E

None of the above

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Tuesday @ 8pm

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In the following sequence,
1,4,2,8,5,7,1,4,2,8,5,7,$\dots$
(a) What number is in the 50th position?
(b) What is the sum of the first 63 numbers?

A

(a) 1
(b) 271

B

(a) 2
(b) 273

C

(a) 3
(b) 275

D

(a) 4
(b) 277

E

None of the above

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(a) 4
(b) 277

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1$^{st}$ of May 2008 was a Thursday. On which day of the week was 4$^{th}$ of July that year?

A

Friday

B

Saturday

C

Sunday

D

Monday

E

None of the above

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Friday

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What is the 87$^{th}$ shape in the following pattern?

A

Box

B

Hart

C

Square

D

Circle

E

None of the above

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Pattern repeats every 6 shapes. 87 $\div$ 6 = 14 R3
Thus, 87$^{th}$ shape is the square

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Square

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Pattern repeats every 6 shapes. 87 $\div$ 6 = 14 R3
Thus, 87$^{th}$ shape is the square

In a particular year, 20$^{th}$ of March was on a Friday. On which day of the week was 12$^{th}$ of June the same year?

A

Thesday

B

Wednesday

C

Thirsday

D

Friday

E

None of the above

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Friday

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In which row and column is the number 200?

A

Row 31 Column A

B

Row 33 Column A

C

Row 31 Column B

D

Row 33 Column B

E

None of the above

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200 $\div$ 6 = 33 R2
Thus, 200 is in the 33$^{rd}$ row and in column B.

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Row 33 Column B

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200 $\div$ 6 = 33 R2
Thus, 200 is in the 33$^{rd}$ row and in column B.

8 children passed a ball between each other in sequence. If they started at Child 1, which child has the ball after the 90 passes?

A

Child 1

B

Child 2

C

Child 3

D

Child 4

E

None of the above

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90 $\div$ 8 = 11 R2
2 children after ‘1’ $\longrightarrow$ child numbered ‘3’

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Child 3

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90 $\div$ 8 = 11 R2
2 children after ‘1’ $\longrightarrow$ child numbered ‘3’

In a particular year, 20$^{th}$ of March was on a Friday. On which day of the week was 12$^{th}$ of June the same year?

A

Thesday

B

Wednesday

C

Thirsday

D

Friday

E

None of the above

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Friday

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How many triangles are in the 1$^{st}$ 200 shapes?

A

62 triangles

B

64 triangles

C

66 triangles

D

68 triangles

E

None of the above

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Pattern repeats every 6 shapes.
In each group of 6 shapes, there are 2 triangles.
200 $\div$ 6 = 33 R2
33 $\times$ 2 = 66 triangles

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66 triangles

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Pattern repeats every 6 shapes.
In each group of 6 shapes, there are 2 triangles.
200 $\div$ 6 = 33 R2
33 $\times$ 2 = 66 triangles