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For questions 30-34 consider the following: The relationship between displacement, s, velocity, v and acceleration, a of a piston is given by s+2v+2a =4 4a +3s - v=25 2v+3s - a =-4 Using the inverse of a matrix method determine s, v and a. 30. The coefficient matrix A is given by 31. The determinant of A is -7 15 32. If the cofactor matrix is 6 -7 4 then the Adjoint matrix is 10 2 -7 a bc 33. If A-1 = d e f, then the value of f is %3D ghi 34.

For questions 30-34 consider the following: The relationship between displacement, s, velocity, v and acceleration, a of a piston is given by s+2v+2a =4 4a +3s - v=25 2v+3s - a =-4 Using the inverse of a matrix method determine s, v and a. 30. The coefficient matrix A is given by 31. The determinant of A is -7 15 32. If the cofactor matrix is 6 -7 4 then the Adjoint matrix is 10 2 -7 a bc 33. If A-1 = d e f, then the value of f is %3D ghi 34.

Elementary Linear Algebra (MindTap Course List)
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter3: Determinants
Section3.1: The Determinants Of A Matrix
Problem 70E: The determinant of a 22 matrix involves two products. The determinant of a 33 matrix involves six...
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For questions 30-34 consider the following: The relationship between displacement, s, velocity, v and acceleration, a of a piston is given by s+2v+2a = 4 4a +3s - v= 25 2v+3s - a=-4 Using the inverse of a matrix method determine s, v and a. 30. The coefficient matrix A is given by 31. The determinant of A is -7 15 9 32. If the cofactor matrix is 6 -7 then the Adjoint matrix is 4 10 2 -7 a bc 33. If A1 =| d e f, then the value of f is 34. II >
Transcribed Image Text:For questions 30-34 consider the following: The relationship between displacement, s, velocity, v and acceleration, a of a piston is given by s+2v+2a = 4 4a +3s - v= 25 2v+3s - a=-4 Using the inverse of a matrix method determine s, v and a. 30. The coefficient matrix A is given by 31. The determinant of A is -7 15 9 32. If the cofactor matrix is 6 -7 then the Adjoint matrix is 4 10 2 -7 a bc 33. If A1 =| d e f, then the value of f is 34. II >
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