List Quadrant image, details, and angles for

Quadrant Ⅲ

1 of the 4 quarters on the

Cartesian graph.

x-coordinate is **negative**

Since it lies to the *left* of the x-axis.

y-coordinate is **negative**

Since it is lies *below* the y-axis.

(x, y) = ( - , - )

Degrees: 180° ≤ θ ≤ 270°

Radians: &pi ≤ θ ≤ 3π/2

sin(θ) is negative

cos(θ) is negative

tan(θ) is positive

csc(θ) is negative

sec(θ) is negative

cot(θ) is positive

x-coordinate is **negative**

Since it lies to the*left* of the x-axis.

y-coordinate is**negative**

Since it is lies*below* the y-axis.

(x, y) = ( - , - )

sin(θ) is negative

cos(θ) is negative

tan(θ) is positive

csc(θ) is negative

sec(θ) is negative

cot(θ) is positive

Since it lies to the

y-coordinate is

Since it is lies

(x, y) = ( - , - )

sin(θ) is negative

cos(θ) is negative

tan(θ) is positive

csc(θ) is negative

sec(θ) is negative

cot(θ) is positive

x-coordinate is **negative**

Since it lies to the*left* of the x-axis.

y-coordinate is**negative**

Since it is lies*below* the y-axis.

(x, y) = ( - , - )

sin(θ) is negative

cos(θ) is negative

tan(θ) is positive

csc(θ) is negative

sec(θ) is negative

cot(θ) is positive

Since it lies to the

y-coordinate is

Since it is lies

(x, y) = ( - , - )

sin(θ) is negative

cos(θ) is negative

tan(θ) is positive

csc(θ) is negative

sec(θ) is negative

cot(θ) is positive

Free Quadrant Calculator - Describes the Quadrant and the details

This calculator has 1 input.

This calculator has 1 input.

Quadrant 1: (x, y) = (+ , +)

Quadrant 2: (x, y) = (- , +)

Quadrant 3: (x, y) = (- , -)

Quadrant 4: (x, y) = (+ , -)

For more math formulas, check out our Formula Dossier

Quadrant 2: (x, y) = (- , +)

Quadrant 3: (x, y) = (- , -)

Quadrant 4: (x, y) = (+ , -)

For more math formulas, check out our Formula Dossier

- coordinates
- A set of values that show an exact position
- quadrant
- 1 of 4 sections on the Cartesian graph. Quadrant I: (x, y), Quadrant II (-x, y), Quadrant III, (-x, -y), Quadrant IV (x, -y)

Add This Calculator To Your Website