Place Value to 1000000 and Negative Numbers - Worksheets, Questions and Revision

22 original exam-style questions - 4 pages of questions with a full mark scheme - free printable PDF.

Download PDF Jump to mark scheme (page 5)Place Value to 1000000 and Negative Numbers revision guide

This topic is chapter 5 of KS2 Maths: Number and place value Practice Book.

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1.9 Place Value to 1000000 and Negative Numbers

Calculators not allowed · about 55 minutes

Total Marks

Name: _______________________________ Date: ____ / ____ / ______

Answer ALL questions. Show all your working.

A ferry crosses a river in 28 minutes. If it leaves at 10:14, what time does it arrive? If the return trip takes 33 minutes and it leaves immediately, what time does it arrive back?

(2)

Explain why 0 is neither positive nor negative. Give one sentence as your explanation.

(2)

Complete the sequence counting through zero: -7, -4, -1, 2, __, __. Continue the pattern for two more terms.

(2)

A mountain hut is at 1,320 m above sea level. A valley nearby is at -85 m. What is the difference in height between the hut and the valley?

(2)

Write these numbers in order from largest to smallest: 450,000; 45,000; 4,500; 405,000.

(2)

A parking meter starts at 0 and goes down by 1 every hour. A car is parked for 7 hours. What number does the meter show at the end of the 7 hours?

(2)

Sofia says that when you round 555,499 to the nearest 10,000 you get 560,000. Explain whether she is correct and show your working.

(3)

The Roman numeral DCCXIV appears on the front of an old building. Write this number using digits.

(2)

Write 709,045 in words.

(1)

A particular year is written as the Roman numeral MCMXCV. Write this year as a number.

(2)

Start at 340,000 and count on in steps of 100,000. Write the next three numbers in the sequence.

(2)

Write < or > between these numbers: 583,204 ___ 583,240

(1)

A charity aims to raise £1,000,000. So far they have raised £986,450. How much more do they need to raise?

(2)

In the number 4,672,910 what is the value of the digit 7?

(1)

A lift is at floor -3 (three floors below ground level). It travels up 11 floors. What floor does it end on?

(2)

Noah says that when you round 2,449,999 to the nearest 100,000 you get 2,500,000. Explain whether Noah is correct and show your working.

(3)

What is 1,000 more than 253,489? What is 10,000 less than your answer?

(2)

A thermometer shows -3 degrees at 7 am and 5 degrees at 2 pm. By how many degrees did the temperature rise?

(2)

Place these numbers on a number line from smallest to largest: -12, 0, 5, -3, 12. Write them in order.

(2)

Round 346,799 to the nearest 1,000. Then round your answer to the nearest 10,000.

(2)

A shop had 12,450 pencils. They sold 3,275 pencils. How many pencils are left?

(2)

Write the smallest and largest 6-digit numbers you can make using the digits 4, 0, 8, 1, 9, 2 each once.

(2)

Mark scheme · 1.9 Place Value to 1000000 and Negative Numbers

Question 1

M1 correct time addition for outward trip
A1 10:42 and 11:15 cao
Answer: 10:42; 11:15

Question 2

M1 statement that 0 is the point between positive and negative numbers or has no sign
A1 clear reason, e.g. numbers greater than 0 are positive and less than 0 are negative, so 0 is neither cao
Answer: 0 is the boundary on a number line between positive and negative numbers, so it is neither positive nor negative.

Question 3

M1 recognition of pattern increasing by 3 each step
A1 5 and 8 cao
Answer: 5, 8

Question 4

M1 correct method using subtraction across zero, e.g. 1,320 + 85
A1 1,405 cao
Answer: 1,405

Question 5

M1 at least two numbers correctly placed or correct reasoning
A1 450,000; 405,000; 45,000; 4,500 cao
Answer: 450,000; 405,000; 45,000; 4,500

Question 6

M1 correct subtraction or counting through zero shown
A1 -7 cao
Answer: -7

Question 7

M1 shows rounding to nearest 10,000 with consideration of thousands digit (555,499 -> consider 5 in thousands)
M1 correct intermediate rounded to nearest 10,000 as 555,000 or explanation equivalent
A1 clear conclusion that Sofia is correct because 555,499 rounds to 560,000 cao
Answer: Sofia is correct; 555,499 rounded to the nearest 10,000 is 560,000.

Question 8

M1 correct breakdown seen: D = 500, CC = 200, X = 10, IV = 4
A1 714 cao
Answer: 714

Question 9

B1 seven hundred and nine thousand and forty-five oe
Answer: seven hundred and nine thousand and forty-five

Question 10

M1 correct breakdown seen: M = 1000, CM = 900, XC = 90, V = 5
A1 1995 cao
Answer: 1995

Question 11

M1 pattern of adding 100,000 each time identified
A1 440,000; 540,000; 640,000 cao
Answer: 440,000; 540,000; 640,000

Question 12

B1 < cao
Answer: 583,204 < 583,240

Question 13

M1 correct subtraction method shown: 1,000,000 - 986,450
A1 £13,550 cao
Answer: £13,550

Question 14

B1 70,000 cao
Answer: 70,000

Question 15

M1 correct method counting through zero: -3 to 0 = 3, then 0 to 8 = 8 more floors, or -3 + 11
A1 floor 8 cao
Answer: Floor 8

Question 16

M1 relevant digit identified: the ten-thousands digit is 4
M1 correct rounded value found: 2,400,000 or clear equivalent reasoning
A1 clear conclusion that Noah is NOT correct because 2,449,999 rounds to 2,400,000 cao
Answer: Noah is not correct; 2,449,999 rounds to 2,400,000 because the ten-thousands digit (4) is less than 5.

Question 17

M1 correct addition to get 254,489 or clear method
A1 244,489 cao
Answer: 244,489

Question 18

M1 correct method for difference using zero or subtraction, e.g. -3 to 0 = 3, 0 to 5 = 5
A1 8 cao
Answer: 8

Question 19

M1 partial order with at least three correct positions
A1 -12, -3, 0, 5, 12 cao
Answer: -12, -3, 0, 5, 12

Question 20

M1 correct rounding to 347,000 or clear method
A1 350,000 cao
Answer: 350,000

Question 21

M1 correct subtraction method shown
A1 9,175 cao
Answer: 9,175

Question 22

B1 smallest correctly given as 102,489 cao
B1 largest correctly given as 984,210 cao
Answer: 102,489; 984,210

Place Value to 1000000 and Negative Numbers - Worksheets, Questions and Revision

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1.9 Place Value to 1000000 and Negative Numbers

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