Questions:#1: What does this scatter plot look like?# 2: Describe what the graph is doing. StudentPatSueInezArnieGeneBobMath SAT525515510495430400Verbal SAT550535535520455420diagram of the data. (The direction are here but you may want to wateFolder)HOW TO DRAW A SCATTER PLOT

For the given data, we need to draw a scattered plot and describe it.

Answered: Questions: #1: What does this scatter…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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What does y=1.48x+10,000 look like on a graph
How would you graph this?
#7
For Confidence interval problems: 1. Mention the name of the interval (for example Z interval or t interval) 2. Mention all the assumptions you need. 3. Test all the assumptions. 4. Interpret the confidence interval. A packaging line fills nominal 64-ounce tomato juice jars with a quantity of juice having a normal distribution with a mean of 64.30 ounces. The process should have a standard deviation smaller than 0.15 ounces per jar. (A larger standard deviation leads to too many under filled and overfilled jars.) A random sample of 24 jars is taken every hour to evaluate the process. The data is given in data_6. Construct a 95% confidence interval on the process standard deviation. Do the data indicate that the process standard deviation is greater than 0.15?
%24 Clear frame 2. Graph the line y = - 2r+ 3 %3D 4.
What does y=1.48x+10,000 look like on a graph
Please help thank you!!!
A serving size of peanuts for a snack is 1.5 oz.The weight of the serving size can vary by no more than 0.2 oz. Graph all the weights that would be the incorrect serving size. Weight of Peanuts (oz) 1.1 1.2 1.3 1.4 1.5 1.6 1.7 1.8 1.9 2
Puji paid $ 7.50 for three pounds of gummy candy. Puji created a graph from the data on her chart. Is her graph correct? Why or why not? Take a close look at the chart. Note: it costs $5.00 for 2 pounds of gummy candy. Then look at the graph to see if the points are labeled correctly.
Use the data given in the three scenarios below to produce scatter plots, determine the type of model demonstrated in each example and then answer the questions based on the graph you created. Scenario 1 Rescue 911 In a rural community, fire and paramedic crews must service a large region. They often cover 2 or 3 towns several kilometres apart. These crews travel, on average, 70 km/h to their destination. The Chief of Station 42 wants to determine the time required to reach the patient's home (response time) for his region. The station is located next to the local hospital. The Chief knows the distances to each community that he services, including Deerborn, the furthest community, at 55 km away. Using the data below, create a scatter plot showing the relationship between distance to patient and response time. Distance to Patient (km) Response Time (minutes) 10 8.6 15 12.9 40 34.3 50 42.9 55 47.1
A homeowner is planning to fence in a play area for his dog Moose, and he decides that he’d like to spend no more than the cost of 160 feet of fence. But since he wants Moose to have plenty of room for chasing squirrels, he decides to use the full 160 feet. He also wants the play area to be rectangular. Use the smooth marked scatter plot to create a graph describing the width and area and answer the following questions. 1.) If you decide to make the play area 5 feet wide, how long would it be? 2.) What would the length be if the play area is 50 feet wide? 3.) Based on the graph, what width makes the area as large as possible? 4.) What’s the area of the largest possible pen he can make out of 160 feet of fence? Width (ft) Area (sq ft) 5 375 10 700 20 1200 30 1500 40 1600 50 1500 60 1200 70 700 80 0
How would you graph this? y=x²-4

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Questions: #1: What does this scatter plot look like? # 2: Describe what the graph is doing.