Answer:
After t = 1.67 seconds, the rocket will have reached a height of 250 centimeters.
Explanation:
Given
--- correct expression
Required: When does height = 250 cm
To do this, we have:

This gives:

Rewrite as:

Divide through by 10

Expand

Factorize:


This gives:

Solve for 3t

Solve for t

