Diagonal = √l^{2} + w^{2} where l = length and w = width

Plug in l = 3 and w = 22

Diagonal = √3^{2} + 22^{2}

Diagonal = √9 + 484

Diagonal = √493

Diagonal = 22.203603311175

Calculate the circumradius R:

R =

√l^{2} + w^{2}

2

R =

√3^{2} + 22^{2}

2

R =

√9 + 484

2

R =

√493

2

R =

22.203603311175

2

R = 11.101801655587

r =

66

25

Calculate the inradius r:

r =

lw

l + w

r =

(3)(22)

3 + 22

r =

66

25

r = 2.64

Other Properties:

Faces = 1

Edges = 4

Vertices = 4

Final Answers

l = 3 P = 50 w = 22 A = 66 Diagonal = 22.203603311175 R = 11.101801655587 r = 2.64 Faces = 1 Edges = 4 Vertices = 4

What is the Answer?

l = 3 P = 50 w = 22 A = 66 Diagonal = 22.203603311175 R = 11.101801655587 r = 2.64 Faces = 1 Edges = 4 Vertices = 4

How does the Rectangles and Parallelograms Calculator work?

Free Rectangles and Parallelograms Calculator - Solve for Area, Perimeter, length, and width of a rectangle or parallelogram and also calculates the diagonal length as well as the circumradius and inradius. This calculator has 4 inputs.

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