Question

An object moves along the y-axis according to the equation y(t) = bct^3, where b = 5.60 m, c = 5.50 m/s^3. Determine the position y(t) in meters when t is entered in seconds.

Answer 1

The equation y(t) = bct^3 represents the position of an object moving along the y-axis, and by substituting the given values and the time into the equation, we can determine the position.

Step-by-step explanation:

The equation y(t) = bct^3 represents the position of an object moving along the y-axis. To determine the position in meters when time (t) is entered in seconds, we need to substitute the values of b = 5.60 m, c = 5.50 m/s^3, and the given time t into the equation.

Substituting the given values, we get y(t) = (5.60 m)(5.50 m/s^3)t^3. Now, when we plug in the value of t, we can calculate the position y(t).