Question

for what value(s) of t is ()=0 ? if there are more than one values, give the three values that are closest to =0, as a comma separated list

Answer 1

Without a specific velocity function, it is not possible to determine the time values when the instantaneous velocity is zero, greatest, or negative. Additional information or the context of the function would be required to solve this problem.

Step-by-step explanation:

The instantaneous velocity of an object is the velocity of the object at a particular moment in time. The given information provides us with initial position yo = 0 and displacement y = -1.0000 m, but the time (t) is missing along with the function definition.

Without the function or additional context on how velocity depends on time, we cannot precisely determine when the instantaneous velocity is greatest, zero, or negative.

If we had the velocity function, we would look for the time values (t) where the function equals zero for when velocity is zero, the maximum value of the function for when velocity is greatest, and the intervals where the function is below zero for when velocity is negative.

The complete question is: Consider the function f (t) = sin(2π4t). (c) For what value (s) of t is f (t) = 1 ?