Thus the peak value of the mains voltage in the USA is about 120 2, or about 170 volts.

A is also the inverse of A inverse.

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The peak to peak voltage, being twice this, is about 340 volts.

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Calculates the inverse of the matrix.

But of course, if I multiplied the inverse matrix times the identity matrix, I'll get the inverse matrix.

The opposite of a number is less then the original number.

Let's calculate B inverse.

So B inverse is equal to minus 15 plus 8.

That's B inverse.

C inverse exists.

That's a inverse.

I'll take the inverse sine this is the same thing as arcsin

That's C inverse.

So, what's a inverse?

So what does a inverse equal?

So a inverse is equal to what?

They vary inversely.

So this is going to be a little inverse.

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This was the inverse of B.

Well this is the inverse of this original matrix.

So they're each other's inverses.

So B inverse is going to be equal to 1 over the determinant of B.

This right here is A inverse.

So we get a inverse is equal to what?

So now it was on the other way.

What's the inverse of that matrix?

And then what is C inverse?

And what's a inverse times a?

Let's try to figure out what the inverse of f is.

That is A inverse.

Then we take the inverse Laplace Transform.

So the inverse of a is equal to 1 over the determinant.

And so that is a inverse.

So what is this determinate, It's going to be this times this, so it's T times Z2 minus Z1 times z2 minus z1, times the conjugate of those, so it s that times that minus this times this, so minus t Z2 Z1 times the conjugate of Z2 minus the conjugate of Z1.

Perhaps even more interesting than finding the inverse of a matrix is trying to determine when an inverse of a matrix doesn't exist.

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It's height is dx.