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(20 pls ) Cansuuc Uhc' DillnArc curaLut V (Int)*. (a) Uste lhee parametric Langemt slope fortula Luila cyuilln ol the Iittee Lungent U:: €urtc (5,4}. Exp...

Question

(20 pls ) Cansuuc Uhc' DillnArc curaLut V (Int)*. (a) Uste lhee parametric Langemt slope fortula Luila cyuilln ol the Iittee Lungent U:: €urtc (5,4}. Express yOur answer slope intetcept fotm (h) Usc the naramcinc tanfenI slope fommula find 4v/dx? ICmis af ' Elmin ue hc narmerer hnd ? Cartesian Fuaton tha Cun" Simplify Yourunawcr

(20 pls ) Cansuuc Uhc' DillnArc cura Lut V (Int)*. (a) Uste lhee parametric Langemt slope fortula Luila cyuilln ol the Iittee Lungent U:: €urtc (5,4}. Express yOur answer slope intetcept fotm (h) Usc the naramcinc tanfenI slope fommula find 4v/dx? ICmis af ' Elmin ue hc narmerer hnd ? Cartesian Fuaton tha Cun" Simplify Yourunawcr



Answers

Find parametric equations for the line with the given properties.
Slope $-2,$ passing through $(-10,-20)$

So we want Thio develops um Parametric equations. We know we want the slope to be negative too. On we wanted to pass through the line of Negar pass to the point of negative 10. Negative 20. So one important thing we could dio, um, would first be to set our X begin set this as X equal to t. And then, um we can set Why is equal to negative truchi minus 20? The only thing here that we have to be careful about um is making sure that it passes through the point Negative 10. 20. So to ensure that this is the case, this will be t minus 10 aan den. What we can dio is half this Parametric equation. Eso a graph T minus 10 and this right here and we end up getting this Parametric equation. Let me see right here. But we'll do this from saying negative 10 do positive China. So that's the way we see. I'm gonna do even more so this way we see that we have the point. Negative 10 negative 20. As a result, if we go to negative 10, we have negative 10 negative 20 as a point right here on. That's the line that passes through and it clearly has a slope of negative, too, as we see based on these points that we have.

So in the given question, we have to find the slope of the line containing the points minus two comma Jiro and minus two. Come on my industry. So I had to be already in order The slope of the line containing the points x one comma y one and x two comma y two will be Quito. Why do minus why one divided by extra, minus excellent. Therefore the slope of the line will be equal to minus three minus zero. They went from minus to minus minus two, which is equal to minus three upon Gilovich is equal to infinity or you can say that undefined Hence the slope is infinitely. This means the line is parallel to y axis every conceived from the Gulf.

When they find Parametric. Equations are given this slope in this point First, that's fine. The rectangular equation Using y equals MX plus B. We know why it's negative. 20 m is negative. Two x is negative. 10 will find b. So be is negative. 40 three of why equals negative two X minus 40 for over 10 to the equation. No, if we let x equal t um and assume that expert equal t When, uh, the starting xviii zero and our point is negative. 10 images of track 10 from that. And so there was one Parametric. And then if I take my y equals negative two x minus 40 and I replaced the X with my T minus 10. Distribute the negative too. Let's brought my tea. Why would equal negative to t mine?

For this question. Here we're finding Parametric equations for the curve. We know that X equals a plus tea, and we know that why equals B plus empty with M being missile up. And these are equations. There was given textbook. Now, if we would have plug in because we know what a is we know what Emma's when we would get X equals t minus chad Negative 10. Therefore, it would be positive. The negative. I mean, why equals negative 20? That's our being in your twenties are B And are they, as you can see, was negative. 10. You're 20 minus two tea with clutching a slope of negative to so and so the positive would become negative. And then Chairman of the Sinks, we don't know what Tia's


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