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RonkmanksWindovHistonMatkos [MTH124 TR Spring 2020Homework: 5.4 Score: 5 0l 2 ptscomolete5.4.38-Mcan Knahici ounces end shntard dotinton o 0 Dumce Tucnlbolm dcam @d...

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RonkmanksWindovHistonMatkos [MTH124 TR Spring 2020Homework: 5.4 Score: 5 0l 2 ptscomolete5.4.38-Mcan Knahici ounces end shntard dotinton o 0 Dumce Tucnlbolm dcam @d0n5 uru nomulk disbouled lr Vmatutra picbabiltyul & tancorly buleded catonnus xuighl greator Ihan 12.24 ouncos? Vlenmoin chmnnn Tancnny saleznad YalnIna ccnablity tnntuira Tein Klan Areator 1224 Mucses7Thar DoolaleIRound lolour cedmalobcosnerdedTA {Et1ou Woxor 5tha urstur box &ndten Dici Cnuc" Aoet0nalninManmA

Ronkmanks Windov Histon Matkos [ MTH124 TR Spring 2020 Homework: 5.4 Score: 5 0l 2 pts comolete 5.4.38- Mcan Knahici ounces end shntard dotinton o 0 Dumce Tucnlbolm dcam @d0n5 uru nomulk disbouled lr Vmatutra picbabiltyul & tancorly buleded catonnus xuighl greator Ihan 12.24 ouncos? Vlenmoin chmnnn Tancnny saleznad YalnIna ccnablity tnntuira Tein Klan Areator 1224 Mucses7 Thar Doolale IRound lolour cedmalobcos nerded TA { Et1ou Woxor 5tha urstur box &ndten Dici Cnuc" Aoet 0nalnin ManmA



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A solurion, when dilurod with $\mathrm{H}_{2} \mathrm{O}$ and boilct, givcs a whire prccipirate. On addition of cxccss N11 Cl/NIIOll, the volume of prccipirate chcercascs lcaying bchind a white gclatinous precipirare. Idcntify the prccipitare which dissolvcs in $\mathrm{N} 1 \mathrm{l}_{1} \mathrm{OH} I / \mathrm{N} \mathrm{I} \mathrm{I}_{4} \mathrm{Cl}$ (a) $7 \mathrm{n}\left[\mathrm{O} 1 \mathrm{l}_{3}\right.$ (b) Al(OII) (c) $\mathrm{M}_{\mathrm{B}}(\mathrm{OH})_{2}$ (d) $\left(\mathrm{ca}(\mathrm{OH})_{2}\right.$

For this problem, it gives us that Obama's network is x amount of dollars. The mean um income or the network for all the presidents is some sort of number and then it gets its associated standard deviation right? So the first problem. First part of the problem ask us uh to find the difference between um Obama's income or Obama's network versus the income. The network of the mean of all the other patients, the President's. So for this problem we simply use of traction, so we just list Obama's net worth And then the mean of the sample of the presidents and you get some 1.26, million. So that's answer to part a for part B. You want to find the Z score for? Or sorry, not a Z score. But the actual how many standard deviations away the Obama's network is relative to the mean of the network of all presidents to do this. You take the difference between Obama's network and the mean network and you're divided by the standard deviation which is given in the problem. Right. And so from this you get that Obama Is .61 standard deviations away from the meat. Now, for part C it's asked us how many disease course is he away? Right. And so Z scores and the number of renovations away are the exact same thing except with a sign. Right? So you can intuitively tell that because Obama is below the mean. Obama must be negative .16 as the score. And we know that this is usual because um this sort of difference as usual because Obama's standard deviation From the mean is not -2 or plus two.

On adding k n 02 N CS three Ceo at solution to the neutral solution of c o c r two there is the formation of yellow orange precipitated of K three C o n O to hold six. So just look at it carefully. I'm writing the reaction six KNO two plus CS three she oh edge plus ceo cl terry will react to form, get to the see all And or too old. six plus two K C L CS Teresi. Okay. Plus half I stood therefore according to the option in this problem, option C each correct answer.

For this question, we're goingto identify if this function is a 1 to 1 function. In order for it to be a 1 to 1 function, our output or electoral votes need to correspond to only one state or our input. If we notice the electoral votes of 10 correspond to an inventive two states. Wisconsin in Arizona, Therefore, because the output of 10 corresponds to two inputs. While this is a function, it is not a 1 to 1 function, and that is our answer. Because it's not a 1 to 1 function. For this question, we do not have to write the inverse.


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