Question
This table gives the maximum depth and total bottom time for 25 recreational scuba dives. Use this table for exercises 35 and 36.TABLE CAN'T COPY(a) Give the five-number summary of the bottom time data.(b) Construct a box-and-whisker plot for the bottom time data.(c) Describe the bottom time data based on the box-and-whisker plot.
This table gives the maximum depth and total bottom time for 25 recreational scuba dives. Use this table for exercises 35 and 36. TABLE CAN'T COPY (a) Give the five-number summary of the bottom time data. (b) Construct a box-and-whisker plot for the bottom time data. (c) Describe the bottom time data based on the box-and-whisker plot.

Answers
This table gives the maximum depth and total bottom time for 25 recreational scuba dives. Use this table for exercises 35 and 36. TABLE CAN'T COPY (a) Give the five-number summary of the bottom time data. (b) Construct a box-and-whisker plot for the bottom time data. (c) Describe the bottom time data based on the box-and-whisker plot.
Problem. 43. The following data showed the lengths off boats more in a marina. The dates are order from smallest to largest Calculate the mean. So, as you can see here, I added up all my data and it sounds too 7 38 Then I divided by 27 which is the total number of observations. And this gave me an answer off 27.33 which is my mean thank
All right. We know from the previous problem that we graph the equation. Why equals to sign Power five TIF and we know why Was height to the boy and T equals time and seconds. And one more important thing we know the period is going to be for the graph is going to be 10 seconds. I can put that down there. OK, All right, now, because it's a sign graph. We know all the important things that happen in the in. The graph happen at 1/4 1 half and 3/4 the weight through the graph. So when I picked my tea, then we use I picked my T. That is 1/4 1 half and 3/4 away through the period. That's why if that's that's why I chose these numbers for teeth. Now, just solving Here we go equals zero pi over five times zero is zero sign of zero is zero. So for a first value for why it zero, then a 2.5 power power of five times 2.5 is gonna be pi over to the sign of pi. Over two is going to be 12 times one is going to be to And then when my T equals five power five times five that five to cancel out and u leverages pie sign of pie is zero and then two times zero is zero and then 7.5 pi times seven if I will be 7.55 divided by five will be 3/2 pi. The sign of 3/2 pi is negative one as we know and two times negative one is going to be native to all right. And then lastly, when I put in 10 for tea, I get two pi times tennis temp I divide by five is two pi sign of two pi zero and two time 00 So there's our my Y values for my numbers. All right. And remember, they reflect how where the buoy is in the water, how high it is in the water. Okay, so it starts out at 00 starts out right there and then my next point is gonna be a 2.5 refugee in the two and the three here, and my booby two feet high and then I go down at five. It's going to be zero, I believe back. Kind of standard position. And then at some 00.5, it's at its lowest point. I just dipped down low in the waves, and it's got the lowest point. And at 10 it returns to just normal float. And then I'm just gonna draw my Siggraph here. And hopefully I can make the smooth kind of step point a little bit. You'll be all right? Yes. No, what I'm talking about. Here they go down here. Simplified. Missed that point. We were there and there is my sign curved.
This question asked us to make a box and whisker pull up. The first thing first is the lowest values. 24 of the first quartile. We know that we would take the middle values a 26 and 28. Find the average of them to get 27. We know the median is 29.5, cause it's Trey nine plus 30 Divide by two in the third quarter. Mile is 31 post 30 to divide by two, which is 31.5 and then the greatest or MAX value is 33.
This question asked us to find the given data points about this data set. What? We know that the minimum is simply the smallest value. With just 3.2. We don't We don't know that the first quartile we know we're looking for the middle value between the minimum and the media. You know, the medium value is simply the middle value. We know the third quartile is gonna be the value between the quartile and the maximum on the maximum is simply the biggest value, which is gonna be 12.