Delta drives at an average speed of 17 miles per hour through traffic. What is her speed in kilometers per hour if 1 kilometer is approximately equal to 0.62 miles? Round to the nearest tenth of a kilometer
To convert the speed from miles per hour to kilometers per hour, we need to divide the speed in miles per hour by the conversion factor 0.62 miles/kilometer.
So, Delta's speed in kilometers per hour is (17 miles/hour) / (0.62 miles/kilometer) = 27.4 kilometers/hour.
Rounded to the nearest tenth of a kilometer, Delta's speed is approximately 27.4 kilometers/hour. Answer: \boxed{27.4}.
To find Delta's speed in kilometers per hour, we can first convert her average speed from miles per hour to kilometers per hour.
Since 1 kilometer is approximately equal to 0.62 miles, we can use this conversion factor to convert Delta's speed.
To convert miles per hour to kilometers per hour, we can multiply the speed in miles per hour by the conversion factor (0.62).
Delta's speed in kilometers per hour can be calculated using the following steps:
Step 1: Multiply Delta's speed in miles per hour by the conversion factor (0.62).
17 miles per hour x 0.62 = 10.54 kilometers per hour
Step 2: Round the result to the nearest tenth of a kilometer.
Delta's speed in kilometers per hour is approximately 10.5 kilometers per hour.
To find Delta's speed in kilometers per hour, we need to convert 17 miles per hour to kilometers per hour using the given conversion factor of 1 kilometer equals approximately 0.62 miles.
The formula to convert miles per hour to kilometers per hour is:
Speed in kilometers per hour = Speed in miles per hour × Conversion factor
Let's plug in the values:
Speed in kilometers per hour = 17 miles per hour × 0.62 kilometers/mile
Now, we can multiply the two values to get Delta's speed in kilometers per hour:
Speed in kilometers per hour = 17 × 0.62 kilometers per hour
Calculating the above expression:
Speed in kilometers per hour ≈ 10.5 kilometers per hour
Rounding to the nearest tenth of a kilometer, Delta's speed is approximately 10.5 kilometers per hour.