Gravel Calculator

Gravel volume, weight and cost for a driveway or path.

Gravel volume, weight and cost for a driveway or path.

How to use this calculator

Every field updates the result as you type — there is no submit step. The inputs below are pre-filled with a realistic example so you can see how the tool behaves before entering your own figures.

FieldUnitWhat it means
LengthftEnter a numeric value.
WidthftEnter a numeric value.
DepthinEnter a numeric value.
Gravel densitytons per yd³Enter a numeric value.
Price per ton$Enter a numeric value.

Worked example

Using the default values loaded into the calculator above, the result is:

InputValue
Length (ft)40
Width (ft)10
Depth (in)4
Gravel density (tons per yd³)1.4
Price per ton ($)30
OutputValue
Gravel needed4.938 yd³
Cubic feet133.33
Cubic meters3.776
Weight6.914 US tons · 6.272 tonnes
Estimated cost$207.41
Surface area400 ft²

Reading the result

Conversion factors and physical constants used here are the standard published values. Where a result depends on a material property, local code or regional convention, that value is exposed as an input so you can match it to your situation.

For construction and electrical work, always verify against the codes that apply in your jurisdiction.

Sharing and saving a calculation

The "Copy link" button encodes every value you have entered into the page URL. Opening that link restores the calculation exactly, which makes it easy to bookmark a scenario, send it to someone else, or keep several variations side by side in separate tabs.

Frequently asked questions

What does the Gravel Calculator do?

Gravel volume, weight and cost for a driveway or path.

What result do the default values produce?

With the values pre-loaded in the calculator, gravel needed comes to 4.938 yd³.

Is this calculator free to use?

Yes. It is free, requires no account, and runs entirely in your browser — nothing you enter is transmitted or stored on a server.

Can I save or share a calculation?

Yes. The "Copy link" button builds a URL containing all your entered values. Anyone opening that link sees the same calculation.

How accurate is the result?

The calculation itself is exact for the inputs given. Real-world accuracy depends on how well those inputs reflect your actual situation, so review the assumptions before relying on the figure.