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TateEelulAEA TEHcFind the Lquationthe schere staidaro (orm that sauvie> the Oven coidilions_diameter PQ; where R(-1, 7) and Q(-5,Jneeldenerad MetetahuEookeh3% Mv...

Question

TateEelulAEA TEHcFind the Lquationthe schere staidaro (orm that sauvie> the Oven coidilions_diameter PQ; where R(-1, 7) and Q(-5,Jneeldenerad MetetahuEookeh3% Mv "ovk (orilotali} @

TateEelulAEA TEHc Find the Lquation the schere staidaro (orm that sauvie> the Oven coidilions_ diameter PQ; where R(-1, 7) and Q(-5, Jneel denerad Metetah uEook eh3% Mv "ovk (orilotali} @



Answers

$\overline{\mathrm{PQ}}$ is a diameter of $\odot \mathrm{O} . \mathrm{P}=(-3,17)$ and $\mathrm{Q}=(5,2) .$ Find thecenter and the radius of $\odot O$.

Hello. They were doing discussion in which I forget is given in this triangle P. Q. R. M. Lies on pr and between P. They are such that Q. R. Is equal to keep him is equal to P. M. So these three sides this one this one and that's where they are. Let's give it. So cure is able to Cuban is equal to P. M. This is given also angle M. Q. R. Has given us 40 degrees. Now consider the triangle Q. M. R. Q. And right. Actually we need to find angry P. This anger we need to find. Yes. So we are considering this triangle Mq are in which and the NPR has given us for today. Now we know Cuban is equal to Q. R. It's given if these two sides article that angle Q. R. M. Is equal. Doing it are in cuba Q. R. M. Is he going to? Yeah. Heart and cute these angles baby he In this triangle this is 40 degree. These two angles are equal. So we can easily get these papers And you are a musical to our and chemical to have for the native -40° 70°. Now in triangle M. P. Q. Mm PQ incident. This try in this P. M. Is equal to thank you. So this angle mm QP equal to Q. P. And yeah P. Q. M. Is equal to Np Q. What? So angle Q. Mp. Let's cue M. R. Q. Mp. Ask. Um are this one and this one this is also wanted to leave me because this is the street main street angle. So put the value of you wear marks 70°. We've got an angle Cuban pete for 210°. So this is 110°. This is equal to this and these. This is a good test and these two will be equal. And this We all ready to go. 100 and okay. So we can easily calculate these two angles in this triumph. So because of this triangle. Pick um and we calculate the angles and we'll pick Cuban his Ecuador and pick you. 480 500. That is half of 70. So and the M. P. Q. Comes out to be which is angle P. That if I really use that, our answers, thank you baba.

So from the graph, we can see why it goes to the square root of one miners. X choir causes a circle, so there are five point along those curls we can see P zero here. 01 The coroner's off P one as one hour, four scar rules off 15 hour four and also p two. Here is one hour to square roots off. Three over to P three. We have 3/4 square roots off 7/4. And for the last one, we have poor people go through Paul 10 So p one p zero. Here it goes to the square rules off 1/16 plus four miners or square rules off 15 over full reach. Approximately equals 2.252 And also we help p one to p two, the same Max choir. Plus why, Squire, So square roots. All 15 Squire. And thus one approximately. You cause to Paul and to seven. And also we have P two to p three. Yes, Andi used the same method. We have 1/16. Those one approximately equals 2.323 Okay. And the last one p three to p. four we have that it calls to 1/16. 7/16 wish approximately equals 2.70 seven. So the total approximate distance just equals to 1.55 True.

In this problem, in one side, I'm writing the hybridization and in one side I'm writing the name. So just look at it carefully. N. O to death. N. O to death eight sp hybridized vial Annual three Egypt SP two hybridized it and energy for this age as we do hybrid, I did so according to the option in this problem. Therefore, Option B. EG, correct answer. Well, this problem. Option B. Correct answer for this problem.

So we know in this problem that PM times in Q is equal to r M times m s. Since you know that I m is the midpoint of P Q then P m and M que have to be the same value. So we're just going to make those equals X. So since in part A, we're trying to find PM we're trying to find X in part eight. So our m it tells us, is for an M s. So we know that I am aware of The circle is 13. So since our s goes to the center, that means that our s is a diameter. So to find m s who did the diameter minus are in, which is for so that's X Times X over here. So I have X squared equals four times nine. So have X squared equals 36. Screw both sides and X equal six, and that is a value of PM now for part B, Part B. Want to find out what Peak Hewes so P Q equals P M plus m que, which is six plus six. So peak you would have to equal 12


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