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To find a, vo, and so in the position equation s = (1/2)at2 + Vot + So for an object at the given heights moving vertically at the specified times shown below ,which system shown to the right would we use? A) a + 6vo + 2So = 100 4a + 2vo + 2so = 66 9a + 6vo + 2So = 132 At t=1 sec, s= 50 ft At t= 2 sec, s= 66 ft At t=3 sec, s= 50 ft B) a + 6vo + 2so = 100 4a + 6vo + 2so = 66 Ao s bivib o bo 9a + 6vo + 2so =100 C) a +2vo + 2so = 100 4a + 4vo + 2so = 132 9a + 6vo + 2so = 100 D) a+ 2vo+ 2so = 100 4a + 6vo + 2so =132 9a + 4vo + 2So =100 a E (G E) a + 2vo + 2so = 100 4a + 4vo + 2So = 132 9a + 6vo + 4so = 100

To find a, vo, and so in the position equation s = (1/2)at2 + Vot + So for an object at the given heights moving vertically at the specified times shown below ,which system shown to the right would we use? A) a + 6vo + 2So = 100 4a + 2vo + 2so = 66 9a + 6vo + 2So = 132 At t=1 sec, s= 50 ft At t= 2 sec, s= 66 ft At t=3 sec, s= 50 ft B) a + 6vo + 2so = 100 4a + 6vo + 2so = 66 Ao s bivib o bo 9a + 6vo + 2so =100 C) a +2vo + 2so = 100 4a + 4vo + 2so = 132 9a + 6vo + 2so = 100 D) a+ 2vo+ 2so = 100 4a + 6vo + 2so =132 9a + 4vo + 2So =100 a E (G E) a + 2vo + 2so = 100 4a + 4vo + 2So = 132 9a + 6vo + 4so = 100

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter4: Eigenvalues And Eigenvectors
Section4.2: Determinants
Problem 15AEXP
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To find a, vo, and so in the position equation s (1/2)at2 + Vot + So for an object at the given heights moving vertically at the specified times shown below ,which system shown to the right would we use? A) a + 6vo + 2so = 100 4a + 2vo + 2so = 66 %3D 9a + 6vo + 2so = 132 B) a+ 6vo + 2so = 100 4a + 6vo + 2so = 66 At t=1 sec, s = 50 ft At t=2 sec, s= 66 ft At t=3 sec, s= 50 ft %3D %3D 9a + 6vo + 2so =100 SAT C) a+ 2vo + 2So = 100 4a + 4vo + 2so = 132 9a + 6vo + 2so = 100 Vo D) a+ 2vo + 2so = 100 4a + 6vo + 2so =132 9a + 4vo + 2so =100 %3D E) a + 2vo + 2so = 100 4a + 4vo + 2s0 = 132 %3D %3D 9a + 6vo + 4so = 100
Transcribed Image Text:To find a, vo, and so in the position equation s (1/2)at2 + Vot + So for an object at the given heights moving vertically at the specified times shown below ,which system shown to the right would we use? A) a + 6vo + 2so = 100 4a + 2vo + 2so = 66 %3D 9a + 6vo + 2so = 132 B) a+ 6vo + 2so = 100 4a + 6vo + 2so = 66 At t=1 sec, s = 50 ft At t=2 sec, s= 66 ft At t=3 sec, s= 50 ft %3D %3D 9a + 6vo + 2so =100 SAT C) a+ 2vo + 2So = 100 4a + 4vo + 2so = 132 9a + 6vo + 2so = 100 Vo D) a+ 2vo + 2so = 100 4a + 6vo + 2so =132 9a + 4vo + 2so =100 %3D E) a + 2vo + 2so = 100 4a + 4vo + 2s0 = 132 %3D %3D 9a + 6vo + 4so = 100
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