To solve the problem, we need to determine the time it will take for the fish to go from a depth of -10.8 meters to a depth of -37.8 meters, descending 1.5 meters every 2 minutes.
First, we calculate the difference in depth: -37.8 meters - (-10.8 meters) = -37.8 meters + 10.8 meters = -27 meters.
Next, we divide the difference in depth by the rate at which the fish descends: -27 meters ÷ 1.5 meters/2 minutes = -27 meters × 2/1.5 meters/minute
Simplifying the expression, we have: -27 meters × 2/1.5 meters/minute = -36 minutes
Therefore, it will take the fish approximately 36 minutes to reach a depth of -37.8 meters.
This means that after 36 minutes, the fish will have descended to a depth of -37.8 meters, or 37.8 meters below sea level.
Summarize it
To solve the problem, the fish will take approximately 36 minutes to descend from a depth of -10.8 meters to -37.8 meters, descending 1.5 meters every 2 minutes.
explain how you got it add the equation and summarize it to 3 sentences
To determine the timeframe for the fish to descent from -10.8 meters to -37.8 meters, we calculated the difference in depth (-37.8 meters minus -10.8 meters) which is -27 meters. Then, dividing this difference by the rate at which the fish descends (1.5 meters every 2 minutes), we found that it will take -27 meters multiplied by 2/1.5 meters/minute, which simplifies to 36 minutes. Therefore, in approximately 36 minutes, the fish will reach a depth of -37.8 meters, descending 37.8 meters below sea level.
To solve the problem, we need to determine the time it will take for the fish to go from a depth of -10.8 meters to a depth of -37.8 meters, descending 1.5 meters every 2 minutes.
1. Calculate the difference in depth: -37.8 meters - (-10.8 meters) = -27 meters.
2. Divide the difference in depth by the rate of descent: -27 meters ÷ 1.5 meters/2 minutes = -27 meters × 2/1.5 meters/minute.
3. Simplify the expression: -27 meters × 2/1.5 meters/minute = -36 minutes.
Therefore, it will take the fish approximately 36 minutes to reach a depth of -37.8 meters.
To summarize the steps to solve the problem:
1. Calculate the difference in depth by subtracting the starting depth (-10.8 meters) from the final depth (-37.8 meters).
2. Divide the difference in depth by the rate at which the fish descends (1.5 meters per 2 minutes).
3. Simplify the resulting expression to determine the time it will take for the fish to descend from the starting depth to the final depth.
4. The result will give you the time in minutes it will take for the fish to reach a depth of -37.8 meters.
5. In this case, it will take the fish approximately 36 minutes to descend to a depth of -37.8 meters.