A certain hurricane travels at 20.88 kilometers per hour. The distance from Cuba to Key West is 145 kilometers. Write and solve a multiplication equation to find how long it would take the hurricane to travel from Cuba to Key West.
Answer (3)
\ \ \ t=\frac{d}{s}\\\\t=\frac{20.88}{145}=0.144h=8.64\ minutes\\\\It\ takes\ 8.64\ minutes."> s = t d − − > t = s d t = 145 20.88 = 0.144 h = 8.64 min u t es I t t ak es 8.64 min u t es .
By dividing the distance of 145 kilometers by the hurricane's speed of 20.88 kilometers per hour, it's determined that it would take approximately 6.945 hours for the hurricane to travel from Cuba to Key West.
To calculate the time it would take for a hurricane to travel from Cuba to Key West, we can use the formula Speed equals distance divided by time. Given that the hurricane travels at 20.88 kilometers per hour and the distance is 145 kilometers, we can set up the following equation:
Time = Distance / Speed
Time = 145 km / 20.88 km/h
Now we'll divide the distance by the speed to find the time:
Time ≈ 6.945 hours
It would take approximately 6.945 hours for the hurricane to travel from Cuba to Key West. This is a rough estimate assuming the hurricane maintains a constant speed and travels directly between the two points.
The hurricane will take approximately 6.94 hours or about 416.4 minutes to travel from Cuba to Key West. This is calculated using the time formula based on distance and speed. By dividing the distance of 145 kilometers by the speed of 20.88 kilometers per hour, we find the time taken.
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