A ROAD ROLLER MAKES 200 ROTAIONS IN COVERING 2200M.FIND THE RADIUS OF ROLLER.
Answers
Answered by
1
As we know,
No. of rotations=
(distance covered/circumference of roller)
So, circumference of roller=( distance covered/no. of rotations)
circumference= 2πr
distance= 2200m
no. of rotations= 200
Putting the values=
2πr= (2200/200)
2πr= 11m
2*(22/7)*r = 11.........(π= (22/7)
r= (11*7)/(2*22)
r = (7/4)
radius = 1.75m or (7/4)m
hope this helps you
No. of rotations=
(distance covered/circumference of roller)
So, circumference of roller=( distance covered/no. of rotations)
circumference= 2πr
distance= 2200m
no. of rotations= 200
Putting the values=
2πr= (2200/200)
2πr= 11m
2*(22/7)*r = 11.........(π= (22/7)
r= (11*7)/(2*22)
r = (7/4)
radius = 1.75m or (7/4)m
hope this helps you
Answered by
1
Hi ,
Let radius of the road roller = r m
Distance covered by one rotation
= Circumference of the circle
= 2πr
Distance covered by 200 rotations = 2200m
200 × 2πr = 2200
200 × 2 × ( 22/7 ) r = 2200
r = ( 2200 × 7 ) / ( 200 × 2 × 22 )
r = 7/4
r = 1.75 m
Therefore ,
Radius of the roller = r = 1.75 m
I hope this helps you.
: )
Let radius of the road roller = r m
Distance covered by one rotation
= Circumference of the circle
= 2πr
Distance covered by 200 rotations = 2200m
200 × 2πr = 2200
200 × 2 × ( 22/7 ) r = 2200
r = ( 2200 × 7 ) / ( 200 × 2 × 22 )
r = 7/4
r = 1.75 m
Therefore ,
Radius of the roller = r = 1.75 m
I hope this helps you.
: )
Similar questions