Do you recall how we were able to ?
Find the value of 78\div 6.
How can we work with larger numbers to solve division problems? Let's take a look in this video, when we are sharing equally.
We're going to break 7130 into 6000+1000+120+10 to find 7130\div 2. Follow these steps:
Find 6000\div 2.
Find 10\div 2.
Using the fact that 7130=6000+1000+120+10, calculate 7130 \div 2.
If we can't share our total out equally, we end up with a remainder, as we see in this video.
Find 465\div2 by doing the following:
Using the fact that 465=400+60+4+1, complete the statement with the missing numbers:
2 goes into four hundred sixty five ⬚ times with a remainder of ⬚.
We can use a short division algorithm to solve division problems, especially with larger numbers. Let's see how we also take care of the remainder in this video.
Find the value of 1145\div 6.
Solve problems involving division by a one digit number, including those that result in a remainder
Use efficient mental and written strategies and apply appropriate digital technologies to solve problems