But we're not going to assume that.

But let's suppose we did this.

We can't assume that, though.

So they're kinda having us assume that it's going to be consistent.

Suppose...

So let's say that this is my triangle right there.

So far in anything we've done, we haven't assumed that.

Because we're assuming.

Let's say, it is equal to let's say it is equal to five eight.

Let's say I have two lines.

Suppose we make it fifty? Nhnh. Sixty?

To illustrate, suppose that this reduction in the value of the pound is 5 .

So let's say that f of x is equal to let's say the sin of 3x to the fifth plus 2x.

let's say the point x1, y1 are, let's say that that is a point on the line.

Let's say it looks something like that.

Suppose we're distributing flutes.

Nevertheless, we should not take a positive outcome of the review as a foregone conclusion, nor should we assume that the subsequent launch of a final status process will be automatic.

Let's say I have the vector Let's call this vector a.

In this case, the length of the key is six.

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

So let's say our function, let's say that f of x is equal to 3x to the fourth minus 4x to the third plus 2.

Let's say I have a cone.

Let's just assume that this is a constant term.

We are just assuming that it's perpendicular

Let's say that this is some line.

Let's say I have two transformations.

Let's say that I borrow 50.

Let's say that this is a.

So let's say we set up the equation.

And let s say the function looks something like

Let's just say that's the y axis.

Let's say x is equal to 1.

Let's say that x is equal to 2.

We are assuming that we already have a formula for this.

We are assuming that we know that.

So let's say we have the matrix.

Let's say when x is equal to 2.

Let's say we have two points.

So let's say I have the ground.

Well, let's say you want to compound let's say you want to pay every day.

Since we always assume or we normally assume that we start at distance is equal to 0, and we assume that start at time is equal to 0, we can write distance is equal to velocity average times time.

So to think about that, let's just define let's just say y is equal to f of x.

So let's say, let me draw a curve.

Let's say the curve looks something like this.

Let's say we have a point like this.