The damped vibration response of a shock absorber in a vehicle can be represented by the...

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The damped vibration response of a shock absorber in a vehicle can be represented by the following equation: y= A(et + e-rt) where 11, 12 are found to be -1.58 s and -6.32 s respectively, and A = 4.21 cm. 1! 3! + ... Discuss the approach to using the Taylor series approximation of ex =1+ + + to determine the mass position at t = 0.5 seconds. You must discuss how the method (i.e. Taylor Series Approximation) can be implemented as well as the sources of error in your estimation. Note: you do NOT need to provide a numerical response to the question in your report, and even if you do there is no grade assigned to this value. The damped vibration response of a shock absorber in a vehicle can be represented by the following equation: y= A(et + e-rt) where 11, 12 are found to be -1.58 s and -6.32 s respectively, and A = 4.21 cm. 1! 3! + ... Discuss the approach to using the Taylor series approximation of ex =1+ + + to determine the mass position at t = 0.5 seconds. You must discuss how the method (i.e. Taylor Series Approximation) can be implemented as well as the sources of error in your estimation. Note: you do NOT need to provide a numerical response to the question in your report, and even if you do there is no grade assigned to this value.