Which of the following best describes why we can get away with only studying first-order equations. Group of answer choices a) W
e cannot get more accurate than first-order for Ordinary Differential Equations. b) To get higher-order we have to use Partial Differential Equations. c) We can always convert higher-order equations to a system of first-order equations. d) Only first-order equations appear in applications. e) It is impossible to solve systems that are not first order.
C) We can always convert higher-order equations to a system of first-order equations.
This answer is self-explanatory: if higher-order equations can be made into a first-order equation, then, the need to learn how to solve higher-order equations could be considered unrquired.
However, this does not mean that people should not learn how to solve higher-order equations, especially those who are interested in pursuing a career in STEM subjects.
And students should also learn how to convert those equations in first place.
Wind is air in motion. It is produced by the uneven heating of the earth's surface by the sun. Since the earth's surface is made of various land and water formations, it absorbs the sun's radiation unevenly.
