The problem states that a baseball is thrown vertically upward with a velocity $V$ (in feet per second) after $T$ seconds, where $V = 80 - 32T$. We need to determine the significance of the negative value of $V$ when $T = 3$.

1. Problem Description

The problem states that a baseball is thrown vertically upward with a velocity $V$ (in feet per second) after $T$ seconds, where $V = 80 - 32T$. We need to determine the significance of the negative value of $V$ when $T = 3$.

2. Solution Steps

First, let's calculate the velocity $V$ when $T = 3$:

$V = 80 - 32T$

$V = 80 - 32(3)$

$V = 80 - 96$

$V = -16$

Since the velocity is negative, it means the baseball is moving in the opposite direction to its initial direction. The initial direction was upward. Therefore, a negative velocity implies the baseball is moving downward.

3. Final Answer

The baseball is moving downward instead of upward at $T=3$ seconds.