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Find All of the Higher-Order Derivatives of X(t)=

Question 171

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Find all of the higher-order derivatives of x(t)= Find all of the higher-order derivatives of x(t)= - - 4x.Use your graphing calculator to graph x(t)and x'(t)on the same axes.Verify that when x(t)is increasing (sloping upward),the value of x'(t)is positive.Repeat this for x'(t)and x''(t)and for x''(t)and x'''(t).
Find all of the higher-order derivatives of x(t)= - - 4x.Use your graphing calculator to graph x(t)and x'(t)on the same axes.Verify that when x(t)is increasing (sloping upward),the value of x'(t)is positive.Repeat this for x'(t)and x''(t)and for x''(t)and x'''(t).
- Find all of the higher-order derivatives of x(t)= - - 4x.Use your graphing calculator to graph x(t)and x'(t)on the same axes.Verify that when x(t)is increasing (sloping upward),the value of x'(t)is positive.Repeat this for x'(t)and x''(t)and for x''(t)and x'''(t).
Find all of the higher-order derivatives of x(t)= - - 4x.Use your graphing calculator to graph x(t)and x'(t)on the same axes.Verify that when x(t)is increasing (sloping upward),the value of x'(t)is positive.Repeat this for x'(t)and x''(t)and for x''(t)and x'''(t).
- 4x.Use your graphing calculator to graph x(t)and x'(t)on the same axes.Verify that when x(t)is increasing (sloping upward),the value of x'(t)is positive.Repeat this for x'(t)and x''(t)and for x''(t)and x'''(t).

Correct Answer:

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x'(t)= blured image_TB6578_11 - x - 4,x''(...

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