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  • Projectile Motion Problem: Finding Acceleration at the Peak
    Here's how to break down this problem:

    Understanding the Concepts

    * Projectile Motion: The ball is a projectile, meaning its motion is governed by gravity.

    * Acceleration due to Gravity: The acceleration due to gravity (g) is approximately 9.8 m/s², acting downwards. This means the ball's velocity decreases as it travels upwards.

    * Highest Point: At the highest point, the ball's vertical velocity momentarily becomes zero.

    Solving the Problem

    1. Acceleration at the Highest Point: The acceleration of the ball at the highest point is still 9.8 m/s² downwards. Even though the velocity is zero for an instant, gravity is constantly acting on the ball.

    2. Important Note: It's crucial to understand that the ball's *speed* changes, but its *acceleration* remains constant throughout its flight (neglecting air resistance).

    In Summary:

    The highest point of the ball's trajectory is where its velocity is zero, but its acceleration remains a constant 9.8 m/s² downwards due to gravity.

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