We are given the velocity $V$ of a baseball thrown vertically upward as a function of time $T$ by the equation $V = 72 - 32T$. We need to find the values of $V$ for $T = 0, 1, 2, 3, 4$.

1. Problem Description

We are given the velocity $V$ of a baseball thrown vertically upward as a function of time $T$ by the equation $V = 72 - 32T$. We need to find the values of $V$ for $T = 0, 1, 2, 3, 4$.

2. Solution Steps

We substitute the values of $T$ into the equation $V = 72 - 32T$ to find the corresponding values of $V$.

For $T = 0$:

$V = 72 - 32(0) = 72 - 0 = 72$

For $T = 1$:

$V = 72 - 32(1) = 72 - 32 = 40$

For $T = 2$:

$V = 72 - 32(2) = 72 - 64 = 8$

For $T = 3$:

$V = 72 - 32(3) = 72 - 96 = -24$

For $T = 4$:

$V = 72 - 32(4) = 72 - 128 = -56$

3. Final Answer

$V(0) = 72$

$V(1) = 40$

$V(2) = 8$

$V(3) = -24$

$V(4) = -56$