Diagonal of a Rectangle 60 foot by 38 foot Calculator
Diagonal of Rectangle 60 ft by 38 ft is 71.0211236 ft
To calculate the Diagonal of a rectangle, Addition of square units in the length by the number of units in the width and It's Square Root. Length and width must be stated in the same unit of measure. Diagonal of Rectangle 60 ft by 38 ft is 71.0211236 ft
Diagonal of rectangle 60 ft by 38 ft in other units
| Value | unit |
|---|---|
| 0.0216472 | km |
| 0.013451 | mi |
| 21.6472385 | m |
| 71.0211236 | ft |
| 852.2534832 | in |
| 23.6737079 | yd |
| 2164.7238473 | cm |
| 21647.2384733 | mm |
Steps:
Given that length = 60 ft and width =38 ft
Diagonal = √(length2 + width2)
Put the value of length and width value in Diagonal Formula.
Diagonal = √ (602 + 382)ft
Calculate square of length 60 and width 38
Diagonal = √(3600.0 + 1444.0)
Add 3600.0 + 1444.0
Diagonal= √(5044.0)
Calculate Square root of 5044.0
Diagonal = 71.0211236 ft
∴Diagonal of Rectangle 60 ft by 38 ft is 71.0211236 ft