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In The Given Figure, AB || PQ || CD, AB = X Units
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In The Given Figure, If AB || DC And AC, PQ Intersect
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In The Adjoining Figure, ABC Is A Triangle Right Angled At B And BD
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In The Given Figure, If Angle BAC = 90 Degree And AD
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P And Q Are The Points On Sides AB And AC, Respectively
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In The Given Figure, Angle M = Angle N = 46 Degree. Express X In Terms Of A, B, And C
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Triangle ABC And Triangle AMP Are Two Right Angled Triangles, Right Angled At B And M
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State Weather The Given Pairs Of Triangles Are Similar Or Not. In Case Of Similarity
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In The Given Figure, Angle ABC = 90 Degree And BD
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In The Given Figures, Find Angle MLN
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In The Given Figure, If AB || CD, Then Find The Value Of X
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What Value Of A Will Make DE || AB In The Figure
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In The Given Figure, DE || BC. Find The Value Of X
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In The Given Figure, DE || BC. If AD = X, DB = X - 2, AE = X + 2
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In The Given Figure, If AD/DB = 3/5 And AC = 4.8 Cm
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In Triangle ABC, P And Q Are Points On AB And AC Such That PQ || BC
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In The Given Figure, If Triangle ADB ~ Triangle ADC,
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In The Given Figure, Find The Value Of X, If DE||BC
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In The Adjoining Figure, If AD/DC = BE/EC
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In The Given Figure, Triangle OAB ~ Triangle OCD, If AB = 8 Cm
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In The Given Figure, D And E Are Two Points Lying On Side AB
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