SOLUTION: Suppose f (t) = {{{ - 6t^2 }}} is the position at time t of an object moving along the x-axis.
Use the limit definition to find the velocity of the object at time {{{ t[0] }}} = {
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-> SOLUTION: Suppose f (t) = {{{ - 6t^2 }}} is the position at time t of an object moving along the x-axis.
Use the limit definition to find the velocity of the object at time {{{ t[0] }}} = {
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Question 987885: Suppose f (t) = is the position at time t of an object moving along the x-axis.
Use the limit definition to find the velocity of the object at time =
please explain
Thank you Answer by solver91311(24713) (Show Source):
Not sure what you mean by the limit definition in this context. Do you mean the definition of the derivative as a limit of the difference quotient as the change in the independent variable goes to zero?
John
My calculator said it, I believe it, that settles it
