The frequency distribution below shows the amount of time the 50 randomly selected students spend playing video games daily. Complete the table below. Show your solutions and answer the given questions. Number of Frequency minutes (f) Lower boundaries (LB) Less than cumulative frequency (

identify the Cummulative Frequency Distribution  Scores               Number of Students    50-59                             2  60-69                             4  70-79                             6 80-89                             15 90-99                              5

Please answer the question in the photo. TY!

Using the data given below, determine whether it would unusual for a household to have no HD televisions. The number of televisions (HD) per household in a small town Televisions 0 3 Households P(x) 52 0.020 465 0.179 Choose the correct answer below. 668 0.257 0.544 ELE OA. It would not be unusual because 52 people have no HD televisions in the town. OB. It would not be unusual because the probability of having no HD televisions is more than 0.05. OC. It would be unusual because 52 people have no HD televisions in the town. OD. It would be unusual because the probability of having no HD televisions is less than 0.05. DA LL ^ mmmmmmm Next delivery Order: V4022851202-HEZHYAWHCL Purchase date: Oct 11, 2022 Your package arrives Wednesday, October 12 Hi R... ation for Supper Club on Thursday, October 13, 2022, 9:00 PM Supper Club Reservation cancelled Your reservation has been... Tock Llc Tock Llc Chicago, IL $52.25 Pending Amount $52.25 Source Cash Card 11 11 10: 10: 781- Ос Oct Oct Oct…

The first picture is the question and the second is the ones that I need help with. Thanks

I need help with this question.

Create a histogram for each of your variables using the same classes that you used for your frequency table. Discuss the distribution of each histogram. Based on the shape of each histogram, would the mean or median be a better measure of center for each variable? Explain.The graphs go up by 2.5. male stats: mean-18.1667 standard deviation-2.7796 N-183  female stats: mean-20.8973 standard deviation-3.3859 N-183

The table shows their exam1 and exam2 scores. Question: The mean of exam2 is 65. Then, what is Peter’s exam2 score? Answer with ONE decimal digit.

Derrick is preparing to submit his taxes.  Over the year, he kept track of certain deductions he is able to claim  (all rounded to the nearest dollar).  These values are given below.    65,144,97,144,103,98,101,127,58,151 He wants to create a histogram of the data using 4 classes. What values of Xscl, Xmin, and Xmax should he use?

Answer it correctly please. I ll rate accordingly with multiple votes. Explain well and Typed answer only.