Use the data and create a model that estimates a student's giving rate as an alumni based on the three parameters provided. The Graduation Rate variable should be removed from the model because it has the smallest p value. Group of answer choices True False University Graduation Rate % of Classes Under 20 Student-Faculty Ratio Alumni Giving Rate Boston College 85 39 13 25 Brandeis University 79 68 8 33 Brown University 93 60 8 40 California Institute of Technology 85 65 3 46 Carnegie Mellon University 75 67 10 28 Case Western Reserve Univ. 72 52 8 31 College of William and Mary 89 45 12 27 Columbia University 90 69 7 31 Cornell University 91 72 13 35 Dartmouth College 94 61 10 53 Duke University 92 68 8 45 Emory University 84 65 7 37 Georgetown University 91 54 10 29 Harvard University 97 73 8 46 Johns Hopkins University 89 64 9 27 Lehigh University 81 55 11 40 Massachusetts Inst. of Technology 92 65 6 44 New York University 72 63 13 13 Northwestern University 90 66 8 30 Pennsylvania State Univ. 80 32 19 21 Princeton University 95 68 5 67 Rice University 92 62 8 40 Stanford University 92 69 7 34 Tufts University 87 67 9 29 Tulane University 72 56 12 17 U. of California–Berkeley 83 58 17 18 U. of California–Davis 74 32 19 7 U. of California–Irvine 74 42 20 9 U. of California–Los Angeles 78 41 18 13 U. of California–San Diego 80 48 19 8 U. of California–Santa Barbara 70 45 20 12 U. of Chicago 84 65 4 36 U. of Florida 67 31 23 19 U. of Illinois–Urbana Champaign 77 29 15 23 U. of Michigan–Ann Arbor 83 51 15 13 U. of North Carolina–Chapel Hill 82 40 16 26 U. of Notre Dame 94 53 13 49 U. of Pennsylvania 90 65 7 41 U. of Rochester 76 63 10 23 U. of Southern California 70 53 13 22 U. of Texas–Austin 66 39 21 13 U. of Virginia 92 44 13 28 U. of Washington 70 37 12 12 U. of Wisconsin–Madison 73 37 13 13 Vanderbilt University 82 68 9 31 Wake Forest University 82 59 11 38 Washington University–St. Louis 86 73 7 33 Yale University 94 77 7 50

Use the data and create a model that estimates a student's giving rate as an alumni based on the three parameters provided. The Graduation Rate variable should be removed from the model because it has the smallest p value. Group of answer choices True False University Graduation Rate % of Classes Under 20 Student-Faculty Ratio Alumni Giving Rate Boston College 85 39 13 25 Brandeis University 79 68 8 33 Brown University 93 60 8 40 California Institute of Technology 85 65 3 46 Carnegie Mellon University 75 67 10 28 Case Western Reserve Univ. 72 52 8 31 College of William and Mary 89 45 12 27 Columbia University 90 69 7 31 Cornell University 91 72 13 35 Dartmouth College 94 61 10 53 Duke University 92 68 8 45 Emory University 84 65 7 37 Georgetown University 91 54 10 29 Harvard University 97 73 8 46 Johns Hopkins University 89 64 9 27 Lehigh University 81 55 11 40 Massachusetts Inst. of Technology 92 65 6 44 New York University 72 63 13 13 Northwestern University 90 66 8 30 Pennsylvania State Univ. 80 32 19 21 Princeton University 95 68 5 67 Rice University 92 62 8 40 Stanford University 92 69 7 34 Tufts University 87 67 9 29 Tulane University 72 56 12 17 U. of California–Berkeley 83 58 17 18 U. of California–Davis 74 32 19 7 U. of California–Irvine 74 42 20 9 U. of California–Los Angeles 78 41 18 13 U. of California–San Diego 80 48 19 8 U. of California–Santa Barbara 70 45 20 12 U. of Chicago 84 65 4 36 U. of Florida 67 31 23 19 U. of Illinois–Urbana Champaign 77 29 15 23 U. of Michigan–Ann Arbor 83 51 15 13 U. of North Carolina–Chapel Hill 82 40 16 26 U. of Notre Dame 94 53 13 49 U. of Pennsylvania 90 65 7 41 U. of Rochester 76 63 10 23 U. of Southern California 70 53 13 22 U. of Texas–Austin 66 39 21 13 U. of Virginia 92 44 13 28 U. of Washington 70 37 12 12 U. of Wisconsin–Madison 73 37 13 13 Vanderbilt University 82 68 9 31 Wake Forest University 82 59 11 38 Washington University–St. Louis 86 73 7 33 Yale University 94 77 7 50

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter4: Equations Of Linear Functions

Section4.5: Correlation And Causation

Problem 12PPS

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Related questions

Question

Use the data and create a model that estimates a student's giving rate as an alumni based on the three parameters provided.

The Graduation Rate variable should be removed from the model because it has the smallest p value.

Group of answer choices

True

False

University	Graduation Rate	% of Classes Under 20	Student-Faculty Ratio	Alumni Giving Rate
Boston College	85	39	13	25
Brandeis University	79	68	8	33
Brown University	93	60	8	40
California Institute of Technology	85	65	3	46
Carnegie Mellon University	75	67	10	28
Case Western Reserve Univ.	72	52	8	31
College of William and Mary	89	45	12	27
Columbia University	90	69	7	31
Cornell University	91	72	13	35
Dartmouth College	94	61	10	53
Duke University	92	68	8	45
Emory University	84	65	7	37
Georgetown University	91	54	10	29
Harvard University	97	73	8	46
Johns Hopkins University	89	64	9	27
Lehigh University	81	55	11	40
Massachusetts Inst. of Technology	92	65	6	44
New York University	72	63	13	13
Northwestern University	90	66	8	30
Pennsylvania State Univ.	80	32	19	21
Princeton University	95	68	5	67
Rice University	92	62	8	40
Stanford University	92	69	7	34
Tufts University	87	67	9	29
Tulane University	72	56	12	17
U. of California–Berkeley	83	58	17	18
U. of California–Davis	74	32	19	7
U. of California–Irvine	74	42	20	9
U. of California–Los Angeles	78	41	18	13
U. of California–San Diego	80	48	19	8
U. of California–Santa Barbara	70	45	20	12
U. of Chicago	84	65	4	36
U. of Florida	67	31	23	19
U. of Illinois–Urbana Champaign	77	29	15	23
U. of Michigan–Ann Arbor	83	51	15	13
U. of North Carolina–Chapel Hill	82	40	16	26
U. of Notre Dame	94	53	13	49
U. of Pennsylvania	90	65	7	41
U. of Rochester	76	63	10	23
U. of Southern California	70	53	13	22
U. of Texas–Austin	66	39	21	13
U. of Virginia	92	44	13	28
U. of Washington	70	37	12	12
U. of Wisconsin–Madison	73	37	13	13
Vanderbilt University	82	68	9	31
Wake Forest University	82	59	11	38
Washington University–St. Louis	86	73	7	33
Yale University	94	77	7	50