Examples of using To graph in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
I'm not trying to graph.
And try to graph the circle.
Nope, I just want to graph it.
We're asked to graph the inequality y is less than 3x plus 5.
Learned how to graph it.
Learn how to graph line segments or parts of curves.
And in the next video, I'm actually going to graph this function.
So we know how to graph just y is equal to 3x plus 5.
We could actually close the range a little bit if we want, if we want to graph it.
But we're ready to graph this thing.
I'm going to graph h of theta is equal to 9 minus 8 cosine of theta.
But our goal isn't here just to graph a parametric equation.
So let's try to graph h of theta is equal to 9 minus 8 cosine of theta.
And then what is f of 0, just so we know, because we want to graph that point? f of 0.
This is pretty easy to graph-- y is equal to negative x squared.
And then it will pop out another number, and if we wanted to graph it, it will be our height.
So, if I were to graph that and I had the time as a vertical axis.
And the reason why I did that on this first example problem is because we know how to graph that.
Now we're going to graph sine of theta.
We're going to define y as 2x divided by x plus 1 is equal to-- delete all of that out-- and then we want to graph it.
So if you wanted to graph this right here, you would say false in caps.
And just for fun you might want to sit down with a piece of paper and try to graph the cosine function or the tangent function as well.
If we wanted to graph it on the coordinates, this would be the k2 coordinate right there.
So a good starting point might be to break up this less than or equal to, because we know how to graph y is equal to 4x plus 3.
And if I were to graph this equation, x squared minus x, minus 6, it would look something like this.
Now, I could just graph the line, but because that won't be included in the y's that satisfy this constraint, I'm going to graph it as a dotted line.
You might want to graph these and experiment with them and get a more intuitive sense of it.
Now the second part of this problem they want us to graph h as a function of t between 0 is less than or equal to t, is.
If you wanted to graph the cumulative distribution function which I do down here-- let me move this down a.
In this presentation we're going to learn how to graph trig functions without having to kind of graph point by point.