Question

How do you convert 20 feet to degrees?

Answer 1

Hint: Here, this question belongs to conversion topic that is we have to convert the unit from one form to other here we have to convert the unit feet to the unit degree as we know that the Foot or feet is a unit of distance and Degree is unit of measurement of either directional angle or dimensional temperature.

Complete step by step solution:
Conversion of Units is a multi-step process that converts units of measurement for the same quantity. It includes division or multiplication by a numerical factor or rounding off the significant digits.
 Consider the given question, we have to convert 20 feet to degrees
Conversion is not possible. foot or feet is a unit of distance and its dimension is (1-D) Length [L]. Degree is the unit of measurement of either directional angle or dimensional temperature.
Examples:-
Physical measurements:
Mass in pounds of dimension mass [M]. and Jogging speed 3 mph as distance per unit of time is of dimension \[\left[ {L{T^{ - 1}}} \right]\].
Temperature in degrees is of dimension temperature \[\left[ \theta \right]\].
Geometrical measurements: Height in feet is 1-dimensional measurement of length [L]. Area of a triangle in square feet is of dimension 2-D \[\left[ {{L^2}} \right]\]. Angle in degrees is directional and, as such, is non-dimensional. Conversion is possible from one unit to another, for the same dimensional/directional measure only.

Crisscrossing for conversion, from feet to degree, is not possible.

Note: We have different units for solid quantity, liquid quantity and gaseous quantity. Every quantity has a measurement unit from the low quantity to the high quantity. While converting the unit of a quantity from one form to another form we have standard value. By multiplying or dividing we can convert the unit of the quantity. We have a different system of measurement of a quantity.