Sagot :
You can use the formula of a circumference of a circle, that is
[tex]C=2 \pi r[/tex]
With [tex]r = 20 m[/tex],
[tex]C = 2\pi(20)=40\pi=125.664m[/tex]
Revoluting it around 10 times, the total distance is
[tex]10(125.66m) = 1256.64 m[/tex]
[tex]C=2 \pi r[/tex]
With [tex]r = 20 m[/tex],
[tex]C = 2\pi(20)=40\pi=125.664m[/tex]
Revoluting it around 10 times, the total distance is
[tex]10(125.66m) = 1256.64 m[/tex]
Let distance the person jogs around the circular garden = x
Circumference of the garden = 2 π r
where: π (pi) = 3.14
r = radius (20 meters)
Number of times the person jogs around the garden = 10
Equation:
x = 10 (2) (π) (20 m)
= 10 (40 m) (π)
= 400 m (π)
= 400 m (3.14)
≈ 1,256 m
ANSWER: The jogger covered 1,256 meters.
Circumference of the garden = 2 π r
where: π (pi) = 3.14
r = radius (20 meters)
Number of times the person jogs around the garden = 10
Equation:
x = 10 (2) (π) (20 m)
= 10 (40 m) (π)
= 400 m (π)
= 400 m (3.14)
≈ 1,256 m
ANSWER: The jogger covered 1,256 meters.