A submarine left the surface of the water at the rate of 2 meters per second. At the rate how long would it take the submarine to reach -60 meters level
60/2 = ________ seconds
A submarine left the surface of the water at the rate of -6 feet per second . At that rate, how long would the submarine take to reach -180 feet level
To determine how long it would take for the submarine to reach the -60 meters level, we need to use a simple equation that relates distance, rate, and time. The equation we can use is:
Distance = Rate * Time
In this case, the distance is -60 meters (since it is below the surface), and the rate is 2 meters per second. We need to solve for time, so we rearrange the equation:
Time = Distance / Rate
Plugging in the values, we get:
Time = -60 meters / 2 meters per second
Simplifying the calculation, we find:
Time = -30 seconds
However, it's important to note that time cannot be negative in this context, as it represents the duration for the submarine to reach a certain level. Therefore, the submarine cannot reach a depth of -60 meters, given the provided information.