Every map projection has some degree of distortion because

Because its properties such as shape, size, distance or direction gets distorted

Explanation:

Map projection refers to the process by which the three-dimensional earth is represented in a two-dimensional model, such as in a piece of paper. This is widely used in order to understand the entire earth's surface and the features present in it.

There are two major properties of map projection namely shape and size, that gets distorted while projecting. In addition to that, distance and direction are the minor properties that also gets distorted.

While projecting, the shape of the continents and oceans are not exactly equivalent, and the size also decreases or increases, due to which these distortions occurs. The distance and direction are usually not affected much, but sometimes they are distorted. So, in controlling one pf these properties, the other gets distorted.

Thus, every map projection has some amount of distortion.

a maximum–minimum thermometer. the scales are fahrenheit on the inside of the u and celsius on the outside. the current temperature is 23 degrees celsius, the maximum recorded is 25, and the minimum is 15, both read from the base of the small markers in each arm of the u tube. the bulbs are hidden by a plastic housing.

six's thermometer is a registering thermometer which can record the maximum and minimum temperatures reached over a period of time, for example 24 hours. it is used to record the extremes of temperature at a location, for instance in meteorology and horticulture. it was invented by a british scientist james six, born in canterbury, in 1780; [1] the same basic design remains in use.

it is also commonly known as a maximum–minimum, minimum–maximum, maxima–minima or minima–maxima thermometer, of which it is the earliest practical design.

the thermometer indicates the current temperature, and the highest and lowest temperatures since last reset.

these include the fossil fuels, oil, natural gas, and coal and nuclear energy. hope this ! ^.^

-ella