**Do you usually skip learning the boring and tedious properties of whole numbers?**Don’t worry! You are not alone. Most students get confused with the types of numbers and their properties.

But, learning these properties is very important to solve complex problems. You have to do that by applying these properties of whole numbers. You might also find it easier to perform mental calculations or calculations by learning the concepts of whole numbers.

What can be the possible hurdles which slow down your learning in this chapter?

We understand that it might appear that the topic of whole numbers is easily understood. Therefore, many students neglect this section. However, it is not as simple as it seems. Additionally, you’ll find this chapter helpful in your future studies. Students commit a lot of mistakes in simple problems because they lack proper practice.

Here are **4 tips** to remember the properties of whole numbers:

1. **Learn by relation**Always learn these properties by relating them to basic arithmetic operations. Let’s take the example of closure property. If 2 and 3 are whole numbers, 2+3=5 is also a whole number.

2.

Make a chart of these properties and stick them somewhere visible.

3.

Instead of memorizing the definition of these properties, try to remember each example from these properties.

4.

You will find many questions which seem easy to solve. Do not ignore them! Solve every question. Even the easier ones.

You can also self-asses your knowledge by taking the SeekoG diagnostic tests. The SeekoG gives you free tests to identify your exact learning needs. Know exactly where you need improvement.

These tips are 100% successful and showed a high success rate among students who used it to learn chapters.

Finally, if you struggle to follow the advice above and you need a professional help check out SeekoG.

Always remember to be consistent and have a fun learning experience with SeekoG!

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