# How Many Cubic Yards in a 6 Foot Truck Bed?

A cubic yard is like a cube of material in one yard that is 3.36 feet in width, length, and height. According to 3 feet, its value is the same in all dimensions, and the resulting constant is 27 cubic feet.

How Many Cubic Yards in a 6 Foot Truck Bed? A 6-foot truck bed has 1.5 cubic yards of space that is 6 feet long with a width of 4.5 feet and a height of 1.5 feet. For example, the Dodge Dakota 6-foot bed has 1.3 cubic yards, GMC Sierra bed has 1.5 cubic yards, Toyota Tacoma bed has 1.4 cubic yards, and the Ford Ranger truck bed is 1.5 cubic yards.

You can calculate one yard as a space of 27 cubic feet. With a digital calculator, you can measure the yards of a 6-foot-long truck bed.

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## What is the number of cubic yards in a 6-foot truck bed of different pickup trucks?

The average 6-foot-long bed has a width of about 4.5 feet. However, it is about 1.5 feet high according to its layout.

With these dimensions, you can calculate the cubic yards of your 6-foot-long cargo of truck. Calculate the length with width and height.

Then, divide the resultant with the constant 27, which is one cubic foot. With this calculation, it has 1.5 cubic yards of space.

Also, it can hold 1.5 cubic yards of concrete. The regular cab of Dodge Dakota has a standard bed which has a length of about 6 feet or 78.1″.

However, it is nearly 59.6″ (4.11 feet) wide. The truck bed is around 17.5″ (1.5 feet) high.

The holding capacity of the Dodge Dakota standard cab bed is about 1.3 cubic yards. GMC Sierra’s short bed is 6 feet in length.

On average, the cargo is around 4.1 feet (49.1″) wide. Moreover, it has a higher cargo than Dodge Dakota, with an average height of 1.6 feet (19.2″).

The weight holding range of this truck bed is 1.5 cubic yards. The access and crew cab of Toyota Tacoma comprise a 6 for cargo.

However, it has a width of nearly 4.9 feet (57.9″). It is around 1.3 feet (15.9″) high, according to the calculation.

With calculations, it has a limit of 1.4 cubic yards. Therefore, Ford ranger extended cab has a 6 feet long cargo.

Moreover, the width of this bed is about 3.8 feet (44.8″). Therefore, the height of the cargo is around 1.8 feet (20.8″). However, the load carriage is about 1.5 cubic yards.

Chevrolet Colorado has an extended cab with an average length of 6 feet. However, the inches are slightly negligible due to open and closed tailgate positions.

The bed has a width of about 57.8″, which is around 4.9 feet. However, the height is 44.4″, which is 3.8 feet.

It has a value of about four cubic yards, which is more than the other variants. The three dimensions of this cargo determine the total values.

Due to constant length, height and width are determining factors. Usually, all 6-foot trucks have a 1.5 cubic yard holding limit.

With a difference of 1 to 2 inches, the value can change. Chevrolet Colorado extended cab is an example of this differentiation.

## How to calculate cubic yards in a 6-foot truck bed?

It is a time-consuming calculation that provides the cubic yards of a 6-foot bed. For the calculation, measure the dimensions of the cargo in inches.

Convert them into feet for more precision and minimum complexity. They are the cargo volume that determines its dump weight holding capacity.

With a measuring tape, measure the height of the cargo from its floor to the walls. Then, calculate its width from one side to another.

For comparison, measure the depth of loaded material. It determines the occupied space and provides a covered area. Then, convert the resultant data into required values.

You can convert them into yards by dividing the values in feet by three. You can divide the measurements by thirty-six when the calculation is in inches.

The obtained values are the total volume of the cargo in yards. For calculating them, you can use a particular formula. Change the values in yards according to your desired unit.

Multiply the values of length by height and width. Then, divide the obtained value by 27, which is one cubic yard.

Every 3 feet equals one yard, and three yards comprise nine feet. The dimensions of the cargo are convertible in volume with precise information.

To convert square feet into cubic yards, measure the height of the cargo. Then, multiply the height in feet by square feet.

Divide the resultant by the number of cubic feet, which is 27. Dividing the feet by 27 provides their values.

## Why is it essential to find the cubic yards of a 6-foot truck bed?

The calculation indicates the weight-stabilizing capacity of the cargo. For example, with the calculation, you can add a load of concrete or debris to the cargo.

### Hauling capacity and material

You can determine the hauling capacity with the calculation of volume. The trucks can transfer concrete, soil, dump, and debris from one spot to another.

With the value, you can check the composition of the loading material.

Also, you can add small stones of around one cubic yard for stable transportation. For example, you can load soil of one cubic yard on a 6-foot-long cargo with a volume of 1.5 cubic yards.

Unlike gravel, they can load one cubic yard of compost or mulch. However, the volume of mulch varies according to the technique of layering.

For a 6-foot cargo, you can adjust 1.5 cubic yards with a layer of 18 inches of mulch. With a 12 inches layer, you can only adjust one cubic yard. You can load 0.5 cubic yards with a 6 inches mulch layer.

### Assessment of truck bed size

Several dumps and debris transporters use cubic yards to assess the loaded material. With the values, you can find the dimensions of the cargo.

The volume of the storage unit is a combination of width, height, and length. Therefore, it is a resultant, which you obtain with the division of one cubic yard.

You can reverse the formula to achieve the dimensions of your storage compartment. Also, the volume varies according to the dimensions of the cargo.

For example, a 6-foot-long bed has a constant length with slightly variable width and height according to models of pickup trucks.

However, the manual indicates the dimensions and volume. You can use online or digital calculators to convert the formula into forward or reverse calculation.

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