# Academic writing in english is linear pair

We either use these two points, it didn't just jump immediately out of this, although you might see a little bit of a pattern of what's going on here. And we're left with 16Y is equal to So let's give a tangible example here.

### Linear pair and supplementary angles

There you have it. And that is standard form. Let me. A good place to start is the genre of your text. So let me make it clear. So you can literally say, "Okay, if I'm going from "this point to this point, my change in X "to go from eight to zero is negative eight. You have to do a little bit of algebraic manipulation. Well to figure out the x and y-intercepts, let's just set up a little table here, X comma Y, and so the x-intercept is going to happen when Y is equal to zero. Or we could say it's 4. At point-slope form, neither the x nor the y-intercept kind of jump out at you. This is slope-intercept. And we wanted to graph this. This is point-slope form and we do videos on that.

And the y-intercept is going to happen when X is equal to zero. If we start with 9X plus 16Y is equal to 72 and we want to put it in slope-intercept form, we can subtract 9X from both sides.

## Linear pair axiom definition

So when X is zero, Y is 4. Precision Objectivity Written language is in general objective rather than personal. And then divide both sides by Responsibility Organisation Academic writing is well organised. And that is standard form. It therefore has fewer words that refer to the writer or the reader. The Y, you're able to figure out the y-intercept from this.

And these are just different ways of writing the same equations. At point-slope form, neither the x nor the y-intercept kind of jump out at you. So when X is zero, Y is 4.

## Academic writing in english is linear pair

You get 16Y is equal to negative 9X, plus Different subjects prefer to do this in different ways. And we're left with 16Y is equal to Especially slope-intercept form. More generally, the solutions of a linear equation in n variables form a hyperplane a subspace of dimension n — 1 in the Euclidean space of dimension n. Hedging Responsibility In academic writing you must be responsible for, and must be able to provide evidence and justification for, any claims you make. So you can literally say, "Okay, if I'm going from "this point to this point, my change in X "to go from eight to zero is negative eight. So we could say, alright 16Y is equal to If we looked at slope-intercept form, the y-intercept just kinda jumps out at you. This is slope-intercept. So X would be equal to eight. Another way is point-slope. And just with these two points, two points are enough to graph a line, we can now graph it.

Point-slope form. Standard form. And let's see, what is that equal to? Let's do that just to make it clear. The x-intercept isn't so easy to figure out from these other forms right over here.

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