Question
Name the pairs of parallel lines.
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)
Hint:
This is because the lines are not meeting and they will not meet if they are extended.
The correct answer is: ![stack G H with rightwards arrow on top text and end text stack X Y with left right arrow on top text ; end text stack C D with rightwards arrow on top text and end text stack E F with left right arrow on top](data:image/png;base64,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)
Learn how to identify parallel lines from a figure.
Related Questions to study
Which geometric term would you use to describe the power cables shown?
![](data:image/png;base64,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)
Know what are the definitions of parallel, perpendicular and intersecting lines.
Which geometric term would you use to describe the power cables shown?
![](data:image/png;base64,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)
Know what are the definitions of parallel, perpendicular and intersecting lines.
The hands of the scissors are ______.
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)
Know the difference between intersecting, parallel and perpendicular lines.
The hands of the scissors are ______.
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)
Know the difference between intersecting, parallel and perpendicular lines.
What are the lines parallel to GH?
![](data:image/png;base64,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)
Know what are parallel and intersecting lines.
What are the lines parallel to GH?
![](data:image/png;base64,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)
Know what are parallel and intersecting lines.
Identify the line perpendicular to AB.
![](data:image/png;base64,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)
Lines are perpendicular when the angle between them is 90 degrees.
Identify the line perpendicular to AB.
![](data:image/png;base64,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)
Lines are perpendicular when the angle between them is 90 degrees.
What are the lines parallel to CD?
![](data:image/png;base64,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)
For such questions, we should know about parallel lines and perpendicular lines. The line joining the two parallel lines will be perpendicular to both the lines. So, the other way to check for parallel lines is by drawing a line joining both.
What are the lines parallel to CD?
![](data:image/png;base64,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)
For such questions, we should know about parallel lines and perpendicular lines. The line joining the two parallel lines will be perpendicular to both the lines. So, the other way to check for parallel lines is by drawing a line joining both.
Find
and
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)
For such questions, we should know about supplementary angles. We should know about the properties of intersecting lines. We have to be careful about the point of interaction of lines.
Find
and
.
![](data:image/png;base64,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)
For such questions, we should know about supplementary angles. We should know about the properties of intersecting lines. We have to be careful about the point of interaction of lines.
Identify the pair of parallel lines.
![](data:image/png;base64,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)
Know what are parallel lines and what are intersecting lines.
Identify the pair of parallel lines.
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)
Know what are parallel lines and what are intersecting lines.
Identify the pair of parallel lines.
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)
Know what parallel lines are.
Identify the pair of parallel lines.
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)
Know what parallel lines are.
Identify the pair of perpendicular lines.
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)
Know the symbol of perpendicular lines.
Identify the pair of perpendicular lines.
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)
Know the symbol of perpendicular lines.
From given line which will be perpendicular to XY?
![](data:image/png;base64,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)
Know what are perpendicular, parallel and intersecting lines.
From given line which will be perpendicular to XY?
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)
Know what are perpendicular, parallel and intersecting lines.
Fill in the blank with
or
to make the statement true. p ___ m.
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edDz0hmrUyvjn8khar4ONHqWHLZGUurhBswi3WgSWp34u+7tKeM6yMhq3DV6ge41g9Vd9H7k6G8jDWStAQXj4mMxmqGA4Qz1T3+s/Mlv4at3EtmRqxx7izKyl/yHjZe/mlT1Fwsdx70BNcY9f0xKfIGMnNJk4FEa9raaoXR+/Znrqe43xsJi61vFh1nITh6co+xx8mc0qnRjkxfB0/tgxByV1DIzu9uIL5+dXqSXPcxKK7OuxaiNciapiyt+e4FSNUZr9vsoHTj4+9/g7CuejhDLE6SwIlSpFoz+3Se7l7Izv9DO4AvOd1rE936zdzNx5dsf8smRKFx4yjJwwqFoR+Wl7lCBTbi48Nw1dsP+O8ULEwjMHH4jgvIFCxQKBigehnnNcoRs30Eceij4VhFD4WFQtDP2lDVCwM6GOBGN+omUygYoHAlhcQqFggULFAjEKxmCuAAXMFQKCPBQJbXkBgrgAIVCwQ/fhYzBXAgIoFAlteQKBigUDFAjEKxWKuAAbMFQCBPhYIbHkBgbkCIFCxQPTjYzFXAAMqFghseQGBigVi4Ip1TdMplmacLIFKN3FpnNfJhKYDwvkViYr1kw9V5RvVb00zIdPgJjJcP1/Lv4XzwTrKxISKkNGwwRMSApnHo3cvDY5GhEYy71T18zx1d4P6qX0NFZHhzjOIPRJLppZ81Zg0BVg2aBAyhMZfNYfbPwoVxuigjMo5v4fzxrwxtbp2qrF/EZcmonwrD6ewywD1PE2xN9SYoGXr63iOmX2dW0bD8sHWXDuaqtAidyuIiLoIWRYO6w9nWXU6ix08cjodcM21Y6FeulJGnN1PtjlgeplSkQw+uYUgCIIgyK3cYwUeBEEQBEGGAEYFCIIgyL8H1l4I0i+OSCvdhEgl867M5BYvVsmG0IHeUHQ2cCbfpeH66V5Lk1/DjKqg35hQaphdC5z0q1L/ktIKnrN/mqOGG6VWJbvDot2PyIxaqjSTdEJMznOkfpN6wVCml8PsszFzs4XnIlqUiKDy3edXPMh28T0+3O6xdDVNSzs7w9LKjXnYCu3TMeU0DNawMyvaTtVRPM+5rkrXlG+pTxNRZVrpeKD4oLbxXNVbmU08TjKdxjvIUN5z2eLHglTcRm8Xo650cebBWf6Wqi7P00rHA4VOtac0xrFPGb1dE+p00IqLtL7pIHEy8GlgZfA540miuA5qKd7yXSW5WayN8SKIfBFBC1VG2OgKhjp6Lp6h+CWdc9nTdvGYsfWVcchebmQwvZ2cNavB1l0zpbk9s74+NFvBhzu440NtdNZq6wBn6mnGUaZ5mVG7pD0p1qUccFfGWzMIgiAIguzAqABBEARBkB0YFSAI0heTyf8B3SHel2RwSCcAAAAASUVORK5CYII=)
Learn perpendicular lines and it's symbols.
Fill in the blank with
or
to make the statement true. p ___ m.
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)
Learn perpendicular lines and it's symbols.
The walls of a room are ________.
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)
Know the difference between perpendicular, parallel and intersecting lines.
The walls of a room are ________.
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)
Know the difference between perpendicular, parallel and intersecting lines.
What is the street that is parallel to Alfred Street?
![](data:image/png;base64,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For such questions, we should know about parallel objects and perpendicular objects. The line joining the two parallel objects will be perpendicular to both the objects. So, the other way to check for parallel objects is by drawing a line joining both.
What is the street that is parallel to Alfred Street?
![](data:image/png;base64,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)
For such questions, we should know about parallel objects and perpendicular objects. The line joining the two parallel objects will be perpendicular to both the objects. So, the other way to check for parallel objects is by drawing a line joining both.
Can you identify the pair of parallel lines from the image given:
![](data:image/png;base64,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)
Know what are parallel lines.
Can you identify the pair of parallel lines from the image given:
![](data:image/png;base64,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)
Know what are parallel lines.
The railroad tracks are ____________.
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)
For such questions, we should know about perpendicular lines and parallel lines.
The railroad tracks are ____________.
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)
For such questions, we should know about perpendicular lines and parallel lines.