How to Calculate the Area of a Shape with Non-Standard Units

Understanding the Basics of Measuring Area

Understanding how to measure the area of a shape is an important mathematical skill. The basic formula for calculating area is to multiply the length of a shape by its width. However, this formula only works if both the length and width of the shape are measured in the same unit. When the length and width are not in the same unit, it is necessary to convert one of the measurements to the same unit as the other before multiplying.

Using Non-Standard Units to Calculate Area

When measuring the area of a shape, it is sometimes necessary to use units that are not standard measurements. Non-standard units can include anything from feet and inches to centimeters or millimeters. When measuring with these non-standard units, it is important to remember to convert one of the measurements to the same unit as the other before multiplying. Otherwise, the result will be incorrect.

Calculating Area with Non-Standard Units

When calculating the area of a shape with non-standard units, it is important to convert one of the measurements to the same unit as the other before multiplying. To do this, use the following formula: length x width = area. For example, if the length of a shape is 9 feet and the width is 4 inches, the area can be calculated by converting the inches to feet first. To do this, divide the inches by 12 to get 0.33 feet. Then multiply 9 feet by 0.33 feet to get an area of 2.97 square feet.

Converting Non-Standard Units for Area Measurement

When measuring the area of a shape with non-standard units, it is important to remember to convert one of the measurements to the same unit as the other before multiplying. To do this, it is helpful to use a conversion chart or calculator to help convert the measurements. This will ensure that the area of the shape is calculated correctly.