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Mhis Question: 1 pt4 of 15 (2 complete)Find the indicated area under the standard normal curveTo the left ofz = 1.05 and to the right ofz =Click here to view page o...

Question

Mhis Question: 1 pt4 of 15 (2 complete)Find the indicated area under the standard normal curveTo the left ofz = 1.05 and to the right ofz =Click here to view page ofithe standard nomal table Click here to vievpage 2 of the standard nommal tableThe total area t0 the left of z = 1.05 and t0 the right of z = 05 under the standard normal curve is(Round t0

mhis Question: 1 pt 4 of 15 (2 complete) Find the indicated area under the standard normal curve To the left ofz = 1.05 and to the right ofz = Click here to view page ofithe standard nomal table Click here to vievpage 2 of the standard nommal table The total area t0 the left of z = 1.05 and t0 the right of z = 05 under the standard normal curve is (Round t0



Answers

According to Table IV, the area under the standard normal curve between $Z=-1.24$ and $Z=-0.53$ is 0.1906 Without consulting Table IV, determine the area under the standard normal curve between $Z=0.53$ and $Z=1.24$

Welcome to New Madrid. In the current problem Again we are given the information that probability dead lying between zero to minus five. Yes. Given to be zero point 433 No. They're asking without using the non uh table probabilities uh from the area between zero to one boom. If you cure, I'm a standard distribution, this would be zero. This would be minus 1.5 and this would be 1.5. So if you see if this area is 0.4332 even this area will be 0.4332 That is if you remember by numbers, it is difficult, but if you just draw a diagram, it is a second job to understand. Therefore, without using the tables, we can confirm that this will be this value as soon as we have the diagram.

Welcome to New Madrid in the current problem If you see I don't have the table because there is a strict uh instruction that we cannot use the table. And that they are given that the probability lived to minus 134 1.34 Okay, so minus 1.34 is zero point 09 No, they're asking us to find the area that is above 1.34 without using the table. Now, by this time you already understood that why it will be so and so correct. You want? Yes, you can see it's symmetric but until and unless drawn it's difficult to imagine. So have a habit of drawing a standard normal curve on your free hand. Whatever it looks like just to have the like the side equal the side equal. Oh yes then this and this will be good just for that visualization you should draw freehand. No, I'm on distribution. So that will mean probability observed greater than positive 1.34 will also be 0.901 That is lived off. Uh huh negative value. Is he controlled right off mm positive of that positive badly. Why not value? Because if it is minus 1.34 this also has to be 1.3 for me, just the difference very closer minus.

What does the standard normal girl look like? It is normal, and it has the mean. At zero. Immune is equal to zero, and sigma is equal to one. All right, now we want to determine the total area under the standard normal curve to the left of minus two and right off to the left of minus two and write off to, which means these are nothing but the tails. Right? So what I can do is I can find the P value for minus two and two and have them. Or I can just find the p value for either one of them multiplied by two. So this is a P value multiplied by two. Great. Okay, so my Z score is who that we do. This is to tail, I calculate. And I p value is 0.455 8.455 So my first answer is 0.45 five. The area in just one of these days is going to be 10.2 to something. But what I've done is I've simply use an online tool, a statistical software in which I have calculated the two tail p value to tell means because there are two tails. Right. So this is symmetric, so I can use a total value moving on about B. Now I have to find the area to the left of minus 1.56 Okay, so this is area to the left of minus 1.56 Minus 1.56 to the left means the P value of minus 1.56 and the area to the right of 2.56 The area of 2.56 We live somewhere around here and the area to the right of 2.56 Which means I want to find the p values and add them up. So this is P value of minus 1.56 plus the p value of 2.56 Right. This answer turns out 2.646 So this is 0.646 Moving on to part C now in part C. I want to find the area to the left of 0.24 and 1.20 Okay, so Mm. This is to the left of this is zero right? this is zero. So this is going to be point 24 minus zero going to four and 1.201 point 20 I want to the right of this, which is the P value of this and to the left of this, which means which is the P value of this. So this is going to be the value of minus 0.24 plus the P value of 1.20 And when I do this edition, this gives me 0.5 to 0 to this gives me 0.5202 and these are my answers.

Welcome to New Madrid. In the current problem we have to find the areas um for parti particular uh that values so you will first we are given lift both zip equals two minus two. So you can say this is that it goes to my mistress. Right? So whatever is less than minus two. So this is nothing. But probability that less than equal to minus two. Now that is equal to the right side of plus to correct the probability zero greater than plaster. And what is executive plastic? Is that from the statement? So this leaves the right killers and this it values and this gives the let's fight probabilities. So we can see here for to the value is 0.0 to it. So it is 0.0 two 28 Okay, so this is our first result. No, our second result would be right off the reconstitute the same one. Right off we use the same thing. Right? Oh, Zeid is equals two plus two. So you can see due to symmetry with the border sim next week he is the lift off, Z is equals two minus 1.56 Or right off They they call through only right look 2.56 Now, this will not be the same because for minus 1.56 which will lie over here will be some area. Whereas for 2.56 this will be the area. So for probability, is it less than minus 1.56 will be probability of zero greater than plus 1.56 which we can obtain directly from this. So this would be 1.56 or you can sit Both are same areas. So 1.5 years over here, I have in six you have to take this column zero, no 59 ft And this would be Z better than 2.56 So you can understand that will be so 0.5 part C. Would be this stuff. No it's true minus helping to food. Uh huh. And I go said is he wants to and point to so lift off 0.24 0.24 will be some my minus 0.24 would be somewhere about here. So whatever is left through, this is to the right of that is equal to zero point 24 That is probabilities that greater than zero point 24 Again, that comes from the stable, What is this? So conversation. So this 0.40 five. What is this with the viability of the seven? One point. So this is where 1.2 workers. So it is no point. So I hope people can check out point how they're being calculated. Let me know if you have any questions.


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