Examples of using Differential equations in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
Here, for a differential equation, the solution is a function.
All of the sudden, I have a non-linear differential equation.
We had a differential equation that, at least superficially.
So we could rewrite our differential equation like this.
We have solved this differential equation.
We're solving a differential equation.
But let's solve this properly as a differential equation.
So this is the general solution to this differential equation.
You're saying what function satisfies this differential equation.
And this is the general solution of this differential equation.
And we got the solution to the differential equation.
See, they have this as a differential equation.
In the last video, we had this differential equation.
Let's say this is my differential equation.
So this is also a solution to the differential equation.
So let's say this is my differential equation.
Multiply it times our original differential equation.
So the first question is: what is a differential equation?
So if g is a solution of the differential equation-- of this second order linear homogeneous differential equation-- and h is also a solution, then if you were to add them together, the sum of them is also a solution.
No, what I'm suggesting is that we should leap off, we should increase our velocity so it's high, and we should leap off one side and go the other-- of course, having calculated our differential equation very carefully.