A Ferris wheel with a 48-foot diameter makes one revolution every 3 minutes. The center of the wheel is 28 feet above the ground. A person on the Ferris wheel is closest to the ground at t=0 seconds. Let y=f(t) be the person's height above the ground at time t seconds.

The amplitude of the Ferris wheel is _______ ft

A Ferris wheel with a 48-foot diameter makes one revolution every 3 minutes. The center of the wheel is 28 feet above the ground. A person on the Ferris wheel is closest to the ground at t=0 seconds. Let y=f(t) be the person's height above the ground at time t seconds.

The period of the Ferris wheel is ______ sec

A Ferris wheel with a 48-foot diameter makes one revolution every 3 minutes. The center of the wheel is 28 feet above the ground. A person on the Ferris wheel is closest to the ground at t=0 seconds. Let y=f(t) be the person's height above the ground at time t seconds.

The midline of the Ferris wheel is _______ ft

A Ferris wheel with a 48-foot diameter makes one revolution every 3 minutes. The center of the wheel is 28 feet above the ground. A person on the Ferris wheel is closest to the ground at t=0 seconds. Let y=f(t) be the person's height above the ground at time t seconds.

The top of the Ferris wheel is at _____ ft

A Ferris wheel with a 48-foot diameter makes one revolution every 3 minutes. The center of the wheel is 28 feet above the ground. A person on the Ferris wheel is closest to the ground at t=0 seconds. Let y=f(t) be the person's height above the ground at time t seconds.

The bottom of the Ferris wheel is at _____ ft