This is a homogeneous equation, because we have a 0 there.

Compatible color.

We want harmonious development.

And this one is called homogeneous.

And that worked out well, because, h for homogeneous. h is solution for homogeneous.

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So this is what makes it homogeneous.

Well, this is this the homogeneous, right?

So yes, this is a homogeneous equation.

linear differential equation with a constant coefficient.

Circle! Circle! Circle!

That the general solution of this non homogeneous equation is actually the general solution of the homogeneous equation plus a particular solution.

The heterocycle is found in nature.

With our congenial souls? secrets too bold?

And we'll talk about why it's homogeneous.

Let them give me a better word that works on our reality better.

Circle Draw a circle

And then you could add the homogeneous solution to that.

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Construction materials, especially cement, are homogeneous products.

And that it's the general solution for this non homogeneous equation.

See, when we've known languages, we know a whole collection of sounds and a whole collection of structures, which combined make what I like to call and for the purpose of this presentation our 'language database.

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Filled circle Draw a filled circle

The circle of life. The circle of Mufasa's mask.

And it really it's almost like doing visual puns all the time.

Egypt, by contrast, is relatively homogeneous.

The simplest series have the general formula CnH2n 1.

We're now ready to solve non homogeneous second order

There should be some shorthand notation for homogeneous.

So, the first step is we want the general solution of the homogeneous equation.

Let's solve another 2nd order linear homogeneous differential equation.

And actually, we're going to start solving non homogeneous differential equations.

The line integral of the closed loop of F dot dr is equal to the double integral of this expression.

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And this is a definite integral, right?

That's the two cent tour.

We have robotic limbs.

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So how do you go from multiple causes to a syndrome that has some homogeneity?

And it really it's almost like doing visual puns all the time.

And I'm interested in the following situation I want to set up the homogeneous equation.