Set up a free RStudio account at posit.cloud. At the start of your R session, you should enter the following commands. set.seed(1) e<-rnorm(n = 100,mean = 0,sd = 80) x<-seq(1,100,1) y<-10+15*x + e Follow the examples in the Panopto Videos to use R to obtain the values requested below. (As always, if you round your answers, make sure you do so correctly and keep at least three decimal places.) (a) The smallest value of y = (b) The largest value of y = (c) The standard deviation of y = (d) The mean of y = (e) The median of y = (f) The correlation between x and y = : (g) Using the variable e as data, the p-value for a test of Hoμ = 0 vs. HA μ0 is

I need to know if it's sss,asa,aas,sas or sas and asa.

List the most important data types. &tell Two example  for Each

Block: _ Date. Five year-old Susie's parents are concerned that she seems short for her age. Their doctor has the followng rer of Susie' height: Age (months): 20 30 45 50 57 60 Height (cm): 80 86 87 90 91 94 (a) Make a scatterplot of these data:

DataValues 9 26 48 60 63 72 80 90 What is the 85thP ?

A ✩ The box-and-whisker plot below represents the length, in inches, of 20 trout caught at Raystown Lake in one weekend. 4466619/varlants/5145485/take/5/ 10 Length of Trout (inches) H 15 20 H 25 30 How many trout were less than 20 inches long? Hint: 20 inches is the upper quartile of the box-and- whisker plot. So, 75% of the trout were less than 20 inches long. To find the answer: multiply the percentage (75%) x 20 (the number of inches) We use 75% because that is the Q3 in the data. 25% would be our Q1 and 50% is the median (or Q2).

Plot the following points on the scatter diagram:{(0,2),(1,1),(2,4),(3,3),(4,4),(5,7),(6,3),(7,5),(8,10),(9,7),(10,7)}. Plot the points carefully and use the "Remove Last Point" button to replot a point if you make an error. What is the approximate correlation coefficient (r) for your scatter diagram? Between .50 and .69Between .70 and .89Between .90 and 1

Solve using R calculator. Show all work.

The basketball coach at a local college believes that his team scores more points at home games when more people show up. Below is a list of all home games last year with scores and corresponding attendance. Use Excel, SPSS, or work by hand to show your work finding r. Show your work on the attached pages. Score Attendance   Score Attendance 54 380   67 410 57 350   78 215 59 320   67 113 80 478   56 250 82 451   85 450 75 250   101 489 73 489   99 472 53 451       What is the obtained t-score for this correlation? What is the critical t-score for a two-tailed test with a = 0.05? Is this correlation significant based on the t-scores?

Find the five-number summary of the data. Be sure to include the screenshot of excel of your answers and formulas/command that you use.