Derivative as an Instantaneous Rate of Change

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The volume of water in a tank, in liters, is modeled by the function $V(t) = 1000 - 50*t^2$ , where $t$ is the time in minutes. Which of the following is the derivative of $V(t)$ ?

$V'(t)= -50*t$

$V'(t)= -t$

$V'(t)= -100*t$

$V'(t)= -100*t^2$

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