**Graphs:**4. The graph shows a scatter plot with points that create a downward trend, indicating a negative correlation between the variables.5. The graph depicted is a scatter plot showing a parabolic pattern, implying a non-linear relationship resembling an inverted U shape.---**Education**The following ordered pairs give the entrance exam scores $ x $ and the grade-point averages $ y $ after 1 year of college for 10 students:\[ (75, 2.3), (82, 3.0), (90, 3.6), (65, 2.0), (70, 2.1), (88, 3.5), (93, 3.9), (69, 2.0), (80, 2.8), (85, 3.3) \](a) Create a scatter plot of the data.(b) Does the relationship between $ x $ and $ y $ appear to be approximately linear? Explain.---**Industrial Engineering**A machine part was tested by bending it $ x $ centimeters 10 times per minute until it failed ($ y $ equals the time to failure in hours). The results are given as the following ordered pairs:\[ (3, 61), (6, 56), (9, 53), (12, 55), (15, 48), (18, 35), (21, 36), (24, 33), (27, 44), (30, 23) \](a) Create a scatter plot of the data.(b) Does the relationship between $ x $ and $ y $ appear to be approximately linear? If not, give some possible explanations.

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Education The following ordered pairs give the entrance exam scores x and the grade-point averages y after 1 year of college for 10 students. (75, 2.3), (82, 3.0), (90, 3.6), (65, 2.0), (70, 2.1), (88,3.5), (93, 3.9), (69,2.0), (80, 2.8), (85, 3.3) (a))Create a scatter plot of the data. Does the relationship between x and y appear to be approximately linear? Explain.

Education The following ordered pairs give the entrance exam scores x and the grade-point averages y after 1 year of college for 10 students. (75, 2.3), (82, 3.0), (90, 3.6), (65, 2.0), (70, 2.1), (88,3.5), (93, 3.9), (69,2.0), (80, 2.8), (85, 3.3) (a))Create a scatter plot of the data. Does the relationship between x and y appear to be approximately linear? Explain.

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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