A running track has 2 semicircular ends of radius 63m and two straight lengths.the perimeter of the track is 1000m.find each straight length
Answers
Answered by
65
radius of two semicircular ends
r = 63 m
Perimeter of 1 semicircular end = pi * r
perimeter of 2 semicircular ends = 2 pi * r
= 2 * pi * 63
= 396 m
Let the length of track be l
so length of two tracks = 2 l
Thus
total perimeter of the track = 2l + 396
1000 = 2l + 396
2l = 604
l = 302 m
Thus each straight length is equal to 302 m
r = 63 m
Perimeter of 1 semicircular end = pi * r
perimeter of 2 semicircular ends = 2 pi * r
= 2 * pi * 63
= 396 m
Let the length of track be l
so length of two tracks = 2 l
Thus
total perimeter of the track = 2l + 396
1000 = 2l + 396
2l = 604
l = 302 m
Thus each straight length is equal to 302 m
Answered by
44
Solution :-
Radius = 63 m
Two semi circles = 1 full circle
Perimeter or circumference = 2πr
⇒ 2*22/7*63
⇒ 2772/7
Circumference = 396 m
Now,
'x' be the length of the straight length.
So, total perimeter = 2x + 396
It is given that total perimeter is 1000 m.
⇒ 2x + 396 = 1000
⇒ 2x = 1000 - 396
⇒ 2x = 604
⇒ x = 604/2
⇒ x = 302 m
So, length of each straight length is 302 m
Answer.
Radius = 63 m
Two semi circles = 1 full circle
Perimeter or circumference = 2πr
⇒ 2*22/7*63
⇒ 2772/7
Circumference = 396 m
Now,
'x' be the length of the straight length.
So, total perimeter = 2x + 396
It is given that total perimeter is 1000 m.
⇒ 2x + 396 = 1000
⇒ 2x = 1000 - 396
⇒ 2x = 604
⇒ x = 604/2
⇒ x = 302 m
So, length of each straight length is 302 m
Answer.
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