AC9M5N07Year 5NumberPractised on site

AC9M5N07 — Year 5 Number

Official Curriculum Content Description:

solve problems involving division, choosing efficient strategies and using digital tools where appropriate; interpret any remainder according to the context and express results as a whole number, decimal or fraction

Worked Examples (2)

Example 1Short Division with Whole Numbers & Decimals
Calculate 918÷6918 \div 6 using a formal division method.
Common mistake: Omitting a zero in the tens place of the quotient or arithmetic error.
Correct Answer:153153
Worked Solution:
1. Set up short division: divide 918918 by 66 digit by digit from left to right. 2. Short-division steps: Divide 99 by 66: quotient 11, remainder 33 (carry 33 to make 3131); Divide 3131 by 66: quotient 55, remainder 11 (carry 11 to make 1818); Divide 1818 by 66: quotient 33. 3. Final quotient: 918÷6=153918 \div 6 = 153.
Example 2Division with Remainders
Find the quotient and remainder when 411411 is divided by 77. Write your answer as quotient, remainder (e.g. 21, 2).
Common mistake: Swapping the quotient and the remainder, or forgetting the remainder.
Correct Answer:58, 5
Worked Solution:
Dividing 411411 by 77 gives a quotient of 5858 and a remainder of 55, because 58×7=40658 \times 7 = 406 and 411−406=5411 - 406 = 5.

Ready to practise this descriptor?

Work through unlimited interactive questions for this curriculum skill, with instant answers and step-by-step methods.