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It depends on the distance travelled, If the person had travelled 120 miles the it would be 2 hours. Time = Distance/Speed
Answer: The person runs for 15 minutes = a quarter hour. So distance covered = a quarter of 6 km = 1.5 km. Answer: In general, you use the formula distance = speed x time. For this, you have to convert the units to compatible units (see the other answer, above). Also, please note that "6 km" is NOT a speed.
an average adult is about 30 inches, children shorter and depending on age
60 cm
64
The average distance depends on the amount of visibility. Telescope
3 miles
depends where you're moving.
distance=speed x timeso speed = distance/time
The distance between Buenos Aires and Mexico City are 7,380 kilometers (4,587 miles). The average person walks at a speed of 5 kilometers (3 miles) an hour. Without stopping, the average person would take 63 days to walk such distance.
yes
It depends on the distance travelled, If the person had travelled 120 miles the it would be 2 hours. Time = Distance/Speed
Answer: The person runs for 15 minutes = a quarter hour. So distance covered = a quarter of 6 km = 1.5 km. Answer: In general, you use the formula distance = speed x time. For this, you have to convert the units to compatible units (see the other answer, above). Also, please note that "6 km" is NOT a speed.
60 cm
an average adult is about 30 inches, children shorter and depending on age
64
Total eastward distance covered = 6.5 km Total northward distance covered = 2 km The scalar distance covered by the person and his shoes is 8.5 km. The magnitude of his displacement vector, i.e. the distance of his final location with respect to his initial location, is sqrt[ (6.5)2 + (2)2 ] = sqrt( 42.25 + 4 ) = sqrt( 46.25 ) = 6.8 km (rounded) Note: Technically, that 6.8 km applies only near the equator. For this simple calculation, we handled 'east' and 'north' as if they were orthogonal coordinates on a cartesian plane. The truth is something different on the surface of a sphere, and the farther you get from the equator, the more different the truth becomes. So we know for sure that 6.8 km is not precisely correct. We don't know how incorrect it is, we think it's probably close, and finally, we believe the questioner doesn't care.