That depends on the type of problem. For example, if you have equations involving radicals, it often helps to square both sides of the equation. Note that when you do this, you may introduce additional solutions, which are not solutions to the original equation.
There are different approaches to solving questions involving radicals which depend on the nature of the question.
That depends on what math operation you are doing with them.
answer
the radical of 3 + the radical of 1/3
You add and then solve the math
You cannot solve 'x' in math unless the other number has a variable as well.
Interpret, in math terms, means to explain something. You may see a problem that wants to you to "interpret" radicals or other mathematical data, but that just means you have to solve it, and provide the reasoning behind it.
That depends on what math operation you are doing with them.
Different math questions require different methods to solve.
answer
IF they are math related, write appropriate equations and then apply math rules to solve the equations.
Solve in mathematics
You add and then solve the math
You cannot solve 'x' in math unless the other number has a variable as well.
The galois theory is used to solve radicals. this is spectre, signing off
the radical of 3 + the radical of 1/3
variable equation solve it test it
A math concept is how you solve a math problem or the ideas. You usually have to memorize math concepts.