Respuesta :
The circumference of the Earth is calculated through the equation,
C = 2πr
where C is the circumference and r is the radius.
Substituting the given to the equation,
C = 2π(6.38 x 10³)
C = 12760π km
We determine the number of hours that needs to be spent in order to walk around the calculated circumference. This can be calculated through the equation.
t = distance / speed
Substituting the known values,
t = (12760π km) / (4 km/h)
t = 3190π hours
Then, we calculate for the number of days given that only 12 hours is spent per day for the walk.
number of days = (3190π hours) / (12 hours/day)
number of days = 835.14 days
ANSWER: 635.14 days
C = 2πr
where C is the circumference and r is the radius.
Substituting the given to the equation,
C = 2π(6.38 x 10³)
C = 12760π km
We determine the number of hours that needs to be spent in order to walk around the calculated circumference. This can be calculated through the equation.
t = distance / speed
Substituting the known values,
t = (12760π km) / (4 km/h)
t = 3190π hours
Then, we calculate for the number of days given that only 12 hours is spent per day for the walk.
number of days = (3190π hours) / (12 hours/day)
number of days = 835.14 days
ANSWER: 635.14 days
Answer:836 days
Step-by-step explanation:
Given
radius of earth is [tex]6.38\times 10^3 km[/tex]
Walking speed 4 km/h
walking 12 hour a day
perimeter of earth is [tex]2\pi r[/tex]
Time taken [tex]=\frac{2\pi r}{4}=10,022.98 hr[/tex]
therefore it requires [tex]\frac{10,022.98}{12}=835.24 \approx 836days[/tex]