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and are points on sides and respectively of such that . Prove that
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Text solutionVerified
....Given
Both the triangles have a common base .
Their heights are equal.
Since both the triangles have a common base and their heights are equal,
the distance between points and distance between points is equal.
Hence, .
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Question Text | and are points on sides and respectively of such that . Prove that |
Answer Type | Text solution:1 |
Upvotes | 150 |