For example...
$$3.5=\sin{(x)}+\frac{\cos{(x)}}{\ln{(x)}+\sin{(x)}}$$
So your options to solving such a thing are iteration and other numerical methods. Does an equation that's not solvable algebraically have a specific name?
For example...
$$3.5=\sin{(x)}+\frac{\cos{(x)}}{\ln{(x)}+\sin{(x)}}$$
So your options to solving such a thing are iteration and other numerical methods. Does an equation that's not solvable algebraically have a specific name?
Copyright © 2021 JogjaFile Inc.
These are called transcendental equations. When you have a polynomial equation that you cannot solve, then you say that the equation "is not solvable by radicals."