What properties of Mathematics allow us to study it systematically?

- Listed below are the properties of Mathematics which allow us to study it systematically.

## Divisibility[]

*Can Mathematics exhibit divisibility?*

Yes. Mathematics has divisibility and it can be divided into things called the parts of Mathematics.

- What are the parts of Mathematics?

## Comparability[]

*Can Mathematics exhibit comparability?*

Yes. Mathematics has comparability and it can be compared to all the other things. Anything which cannot be compared to Mathematics is neither different nor similar to Mathematics.

- What is comparable to Mathematics?

## Connectivity[]

*Can Mathematics exhibit connectivity?*

Yes. Mathematics has connectivity and it can be connected to those from which it can be separated.

- What is connected by Mathematics?

## Disturbability[]

*Can Mathematics exhibit disturbability?*

Yes. Mathematics has disturbability and it can be disturbed (affected) by the things which can influence it.

- What can affect Mathematics?

## Reorderability[]

*Can Mathematics exhibit reorderability?*

Yes. Mathematics has reorderability and it can be reordered from one form to its other forms.

- What are the forms of Mathematics?

## Substitutability[]

*Can Mathematics exhibit substitutability?*

Yes. Mathematics has substitutability and it can be substituted by
the things which qualify to substitute it.

- What can substitute for Mathematics?

## Satisfiability[]

*Can Mathematics exhibit satisfiability?*

Yes. Mathematics has satisfiability and it can satisfy those which require it.

- What is in need of Mathematics?

Anyone who has not studied Mathematics cannot answer these questions!

## See also[]

- Apricot
- Banana fruit
- Gooseberry
- Guava fruit
- Jackfruit
- Lemon fruit
- Mango fruit
- Orange fruit
- Papaya fruit
- Pineapple
- Pomegranate fruit
- Potato
- Strawberry
- Watermelon
- Coconut tree