work shown would be so appreciated! QuestionsA high school principal wanted to know if there was a difference in absences for 9th grade, 10thgrade, 11th grade, or 12th grade among students with less than a 2.0 GPA. She took a randomsample of n = 5 students from each grade and compared absences among the four grades usingANOVA. The data are below:9th grade 10th grade 11th grade 12th grade1017159.128.161111127.11141271415122. Calculate the degrees of freedom Between Groups (dfBG)3. Calculate the degrees of freedom Within Group (dfwc)4.Calculate the Sum of Squares total (SStot)66

Given data: 9th grade 10th grade 11th grade 12th grade 6 10 17 15 9 12 8 16 6 11 11 12 7…

Answered: A high school principal wanted to know…

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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#1 EE.7b 1) Sebastian buys 5 tacos and 8 enchiladas for 51 dollars. Charlie buys 3 tacos and 6 enchilladas for 33 dollars. 1) Part A: Enter the cost for one taco. 1) Part B: Enter the cost for one enchilada. A. В. 7 8 X 4 6. 3. RK12
Suppose that two people standing 6 miles apart both see the burst from fireworks display. After a period of time, the first person standing at point A hears the burst. Two seconds later, the second person standing at point B hears the burst. If the person at point B is due west of the person at point A and if the display is known to occur due north of the person at point A, where did the fireworks display occur? Note that sound travels at 1100 feet per second. The fireworks display is feet north of the person at point A. (Do not round until the final answer. Then round to the nearest foot as needed.) -C
2. 3 4 51 2. Point T is on line segment SU. Given ST = 2x + 6, TU = 4, and SU = 4x, determine the numerical length of ST. Enter work be low (double click). All steps must be shown to receive full credit. Rhiannon's work: Jack's Work: Jonathan's work: Milleena's work ST+TU=SU Victoria's Work ST= 2x+6 ST+TU=SU ST+SU=SU. 2x+6+4%3D4× ST+TU=SU. 2x+6+4=D4x 2x+10-4x 2x+6+43D4X TU= 4 2x+6+4=D4x 2x+10-4x 2x+6+43D4X 2x+10=D4x 2x+6+4=D4x 2x+10=4x 10/2=2x2 x-5 2x+10-D4x 10/2-2x/2 10 divided by 2 st-2(5)+6 st=16 10-2x 10/2=2x/2 ST=5 x-5 ST=2(5)+6 ST=10+6 x-5 x-5 ST=2(5)+6 ST= 16 if you plug in 5. ST=2(5)+6 ST=16 16 ST=16 Final Answer ST=16
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Question 18 Bayes Theorem Formula?
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Question 19 for the linear equation y= 15x + 3, if x increases by 1 point, how much will y increase? a) 3 b) 30 c) 15 d) 45
10 Question 25 II Pause Q Zoom Q Review / V Finish Tes * Book 2, Constructed Response Section: Answer the following 6 Constructed Response questionsin the space provided in your booklet. For full credit, you must show all your work and provide a clear explanation where asked. - Question 25 Read the question and type your response in the box provided. Your response will be saved automatically. Timothy is setting up a display of fish bowls at his fish store. He wants to have of a pound of pebbles in each fish bowl. There is a total of 2pounds of pebbles that Timothy can use. How many fish bowls can Timothy set up in his display? Show how the solution can be found using a model. B I X, KA ©2021 Illuminate EducationTM, Inc. V 1 4: -> Ce esc & %24 % #3 8. 7
In each case below, in what ways are the figures alike? (Select all that apply.) (a) (b) оооооо оооооо (i) Shape (iii) would be similar to shape (ii) if two sides were removed and one was added. Shapes (i) and (iii) both have 4 sides. Shapes (i) and (ii) are both convex. Shapes (ii) and (iii) are both convex. Shape (iii) would be similar to shape (i) if two sides were removed and one was added. Shapes (ii) and (iii) both have 3 sides. e (ii) All three shapes are convex. Shapes (ii) and (iii) have the same number of sides. Shape (ii) would be similar to shape (i) if two sides were removed and one was added. Shapes (i) and (iii) have the same number of sides. Shape (iii) would be similar to shape (i) if two sides were removed and one was added. All three shapes are concave.
The owners of a water park want to build a scaled-down version of a popular tubular water slide for the children’s section of the park. The side view of the water slide, labeled ABC, is shown below. Points A’, B’, and C’, shown above, are the corresponding points of the scaled down slide. Which of the following points: (90, 20), (77, 20), (50, 20), or (47, 20), would be closest to the coordinates of a new point C’ that will make slide A’B’C’ similar to slide ABC?
The answer for this question is wrong :) Please correct it! By the way the steps for this question is too complex, I have attached the solution to the question! By the way, thank you again for providing such a great website with free resources! It really helped! (No sarcasm :) )
Angelo, Neveah, and Alexei decide to buy lottery tickets, agreeing to share any 1 which is in the same ratio as they spent on tickets. If 6 8' $11, 300, calculate how much each should receive from the winnings in a ratio of they end up winning winnings. a) Angelo's: $ b) Neveah's: $ c) Alexei's: $ esc s lock Next Question control 1 1 1 TOT F : 2: A 2 Z option W S # 3 20 E D 民 64 command abe 888 R 70 C 07 2 5 TI F FB MacBook > 0 G

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