I think you get the point here.

All right, the coefficient in front of the x squared term is equal to a 1.

It says y equals 1 at x equals 1.

They're trying to make a function, where they say this function is going to be equal to 1 if x is equal to 1, but then it's going to be equal to negative 1 if x is equal to 1.

Now this is the trick here.

and let's say I divide it into 4 equal parts.

Well, when the denominator is 0.

Three groups of two three times two.

To oranges, those colors are very similar.

So we know that let's say angle one plus 54 plus 92 is equal to 180.

And you say OK, this has to be equal to 0, or that has to be equal to 0.

But if you just pick a simple a is equal to 1, than what's b equal to?

So we have eight times our number of apples is equal to five times the number of oranges, or five times forty. eight times the number of apples is equal to two hundred, or the apples is equal to two hundred over eight, which is equal to one hundred over four, which is equal to twenty five.

left hand side, you also have to do to the right hand side.

If we sacrifice our beliefs, we're no better than they are.

B and the C cancel out.

That's an x.

And then if I took minus 8 minus 11, x could also equal minus 19.

We just cross multiply. forty times three is one hundred and twenty is equal to twog, and then we just solve.

I just took an a and I distributed it along this whole sum.

Well that means that one of them or both of them have to be equal to 0.

Or, you could view it as the bound x is equal to the square root of y.

Or it represents a pair of x and y that satisfy this equation.

I said, Do you pray?

Well, it's one, two, three, four, five units.

Well, here we have two numbers that add up let's say that a is equal to fj.

We now know since these two triangles are congruent

So let's first look at Micah, or Mee kah.

We know how to multiply by a scalar.

1 plus 9 is 10.

What is this line right here?

5 squared is 25. a squared plus 9 is equal to 25. a squared is equal to 16. a is equal to 4. a is equal to 4.

You're gonna force them to leave.

We started with 5 equal sections, but then we divided each of those into 3 equal sections.

So you could say that this is equal to x plus 5 over x minus 2.

But either way, we are ready to subtract now.

Laplace transform of sine of at that is equal to u prime v.

Let me define vector v. v for vector.

log base one two of one eight.

So x squared plus 5 squared plus 25 is going to be equal to the hypotenuse squared, it's equal to 100. x squared is equal to 100 minus 25, 75. x is equal to the square root of 75.

Because the sum of the angles add up to 180, and so that is equal to 180 minus 100 which equals 80 degrees.

So a plus b, it must be equal to 4.

And verify it for yourself.

So maybe that's right here.

I know it says a minus 1, but think about it.