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05 Oct 2017, 01:38
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D
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Difficulty:
35%
(medium)
Question Stats:
69% (01:43) correct
31%
(02:10)
wrong
based on 71
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In the stop sign shown in the figure above, all sides have equal length and all angles have equal measure. If the figure could be rotated 225° in a clockwise direction, point G would be in the position of point
(A) I
(B) J
(C) K
(D) L
(E) M
Attachment:
2017-10-04_1125_001.png [ 7.07 KiB | Viewed 3866 times ]
05 Oct 2017, 02:48
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In the stop sign shown in the figure above, all sides have equal length and all angles have equal measure. If the figure could be rotated 225° in a clockwise direction, point G would be in the position of point
=> Given figure is a regular Octagon ( All sides and angles are equal)
=> All the angles at center point O will be equal= 360/8 = 45
=> Angles GOH = HOI = IOJ = ..... = 45 degree
So When the figure is rotated Clockwise by 225 => Point G will move 225 degrees
=> 225/45 = 5 sections => G-> H = 45 degree => G -> I 90 degree . ..... So for 225 G will reach L
Answer: D
=> Given figure is a regular Octagon ( All sides and angles are equal)
=> All the angles at center point O will be equal= 360/8 = 45
=> Angles GOH = HOI = IOJ = ..... = 45 degree
So When the figure is rotated Clockwise by 225 => Point G will move 225 degrees
=> 225/45 = 5 sections => G-> H = 45 degree => G -> I 90 degree . ..... So for 225 G will reach L
Answer: D
raki99
Joined: 11 Apr 2017
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05 Oct 2017, 04:30
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In the stop sign shown in the figure above, all sides have equal length and all angles have equal measure. If the figure could be rotated 225° in a clockwise direction, point G would be in the position of point---
Here you have first find out degrees of every angle . then, divide the 225 with this degrees of each angle.
=> Given figure is a regular Octagon ( All sides and angles are equal)
=> All the angles at center point O will be equal= 360/8 = 45
=> Angles GOH = HOI = IOJ = ..... = 45 degree
So When the figure is rotated Clockwise by 225 => Point G will move 225 degrees
=> 225/45 = 5 sections => G-> H = 45 degree => G -> I 90 degree . ..... So for 225 G will reach L
Answer: D
Here you have first find out degrees of every angle . then, divide the 225 with this degrees of each angle.
=> Given figure is a regular Octagon ( All sides and angles are equal)
=> All the angles at center point O will be equal= 360/8 = 45
=> Angles GOH = HOI = IOJ = ..... = 45 degree
So When the figure is rotated Clockwise by 225 => Point G will move 225 degrees
=> 225/45 = 5 sections => G-> H = 45 degree => G -> I 90 degree . ..... So for 225 G will reach L
Answer: D
