Multi-digit division

The topic  is a topic under the 6th Grade Math Mission. This exercise has work with the division algorithm and recognizing quotients and remainders.

Types of Problems
There is one type of problem in this exercise:


 * 1) Find the quotient and remainder: This problem asks a standard division problem with multi-digit numbers. The student is asked to find the quotient and the remainder and write these in two separate provided boxes.Mdd.png

Strategies
This exercise is easy to get accuracy badges as long as one is familiar with the division algorithm and how to find remainder. The speed badges are hard without a calculator and even with the calculator there is an process that needs to be followed to get the answer.
 * 1) A calculator goes against the idea of practicing division, but can be used to increase speeds.
 * 2) Using a calculator, you can divide the numbers and the whole number part is the quotient. In the calculator, subtract the quotient (so all that is left is decimal) and multiply by the denominator to get the remainder.
 * 3) The above process works because the division algorithm finds that when you divide p by x you will get p=qx+r.