Examples of using Particular solution in English and their translations into Polish
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Colloquial
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Medicine
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Ecclesiastic
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Ecclesiastic
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we can now give you the particular solution to this differential equation.
say fine, my particular solution is y is equal to A times e to the minus 2x.
let's guess that a particular solution is a polynomial.
So if this is the general solution to the homogeneous equation, this a particular solution to the nonhomogeneous equation.
Is that particular solution, plus some homogeneous solution, a solution to
And of course, any particular solution to this when you multiply it by A is also going to be equal to b.
the vector x minus our particular solution is a solution to A times x is equal to 0.
So we're going to focus just now on the particular solution, then we can later add that to the general solution of a nonhomogeneous equation, to get the solution. .
That the general solution of this non-homogeneous equation is actually the general solution of the homogeneous equation plus a particular solution.
now we're adding a particular solution that gets you the g of x on the right-hand side.
You can kind of say conditions or points where we know that the particular solution to this differential equation are satisfied.
And let's see what happens when we take A times x minus some particular solution to this.
So you can say that x minus-- so our any solution x minus the particular solution of x is a member of our null space.
In spring 1945 the most urgent issue was- beside the survival- awaiting a particular solution.
being an attempt of receiving a particular solution to a problem.
So the particular solution of this differential equation I will do in a different color,
if this were equal to 0, and then add that to a particular solution that satisfies this equation.
our general solution of this non-homogeneous equation is going to be our particular solution plus the general solution to the homogeneous equation.
some particular solution, plus some member of your null space.
times some particular solution, plus some homogeneous solution is going to be equal to A times the particular solution, plus A times some member of my null space.