Calcupedia

Diagonal of a Rectangle Calculator

Math

Find the diagonal, area, and perimeter of a rectangle from its length and width.

Ad · Billboard
0.011,000,000
0.011,000,000

Diagonal

10.0000

The straight line connecting two opposite corners

Area

48.0000

The space enclosed by the rectangle

Perimeter

28.0000

The total distance around the rectangle

Share result
Reload calculator
Clear inputs

Found this calculator useful?

From Scratch To $10K/Month In 60 Days

This is a proven money making system that takes students by the hand to make at least $10,000 per month, every month. Students get 12 weeks of guided coaching in addition to the "MPS Super Funnel" and tools.

We value your privacy and promise not to sell or misuse your information. Here's our privacy policy.

Calculator Stats

Odeh Ahwal

Creators

Odeh Ahwal
Reviewed and verifiedThis calculator was reviewed and verified by the Calcupedia due diligence team.

0people find this calculator helpful

Views

Helpful

Saved

Embeds

Like
Share
Embed this calculator
Cite
Save
Ad · 300×250
Ad · 300×250

Frequently Asked Questions

What is the formula for the diagonal of a rectangle?

The diagonal equals the square root of the length squared plus the width squared, using the Pythagorean theorem.

What is the diagonal of an 8 by 6 rectangle?

An 8 by 6 rectangle has a diagonal of exactly 10 units.

Why does the diagonal use the Pythagorean theorem?

The diagonal, length, and width form a right triangle, since the length and width meet at a 90 degree corner, so the Pythagorean theorem applies directly.

Spot a mistake? Tell us what's wrong.

Don't see what you need?

Request a calculator. The most-requested ones get built first in our monthly batch.

Request a calculator

Want this calculator on your website?

Embed the Diagonal of a Rectangle Calculator on any site — no code needed. Customize colors, remove branding, and track usage.

Embed it free →
Embed on any platform — Next.js, React, Vue.js, PHP, Laravel, Shopify, Wix, Webflow, Squarespace, and more