Equation of a circle exhibits the following properties.

## Divisibility[]

**Can Equation of a circle exhibit divisibility?** Yes. Equation of a circle exhibits divisibility. Equation of a circle can be divided into things called the parts of Equation of a circle.

- What are the parts of Equation of a circle?

## Comparability[]

**Can Equation of a circle exhibit comparability?** Yes. Equation of a circle exhibits comparability. Equation of a circle can be compared to the things which differ from it. The comparison can distinguish its similarity and difference to the other things. Nothing can be compared to Equation of a circle if Equation of a circle cannot exhibit comparability.

- What things are not compared to Equation of a circle?

## Connectivity[]

**Can Equation of a circle exhibit connectivity?** Yes. Equation of a circle exhibits connectivity. Equation of a circle can be connected to things which are not connected to it.

- What things are not connected to Equation of a circle?

## Disturbability[]

**Can Equation of a circle exhibit disturbability?** Yes. Equation of a circle exhibits disturbability. Equation of a circle is sensitive to the things which can affect it.

- What things do not affect Equation of a circle?

## Reorderability[]

**Can Equation of a circle exhibit reorderability?** Yes. Equation of a circle exhibits reorderability. Equation of a circle can be reordered from one form to its other forms.

- What forms are not of Equation of a circle?

## Substitutability[]

**Can Equation of a circle exhibit substitutability?** Yes. Equation of a circle exhibits subtitutability. Equation of a circle can be substituted by the things which qualify to substitute it.

- What things do not qualify to substitute Equation of a circle?

## Satisfiability[]

**Can Equation of a circle exhibit satisfiability?** Yes. Equation of a circle exhibits satisfiablity. Equation of a circle can satisfy those which require it.

- What things do not require Equation of a circle?