(5a + 6b+7c), (7a - 8b+ 9c) and (3a + 20b + 5c) → →→ are coplanar, a, b,c being three non-collinear vectors.
(5a + 6b+7c), (7a - 8b+ 9c) and (3a + 20b + 5c) → →→ are coplanar, a, b,c being three non-collinear vectors.
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![Show that the vectors
(5a +67
+7c), (7a - 8b -
8b + 9c) and (3a + 20b + 5c)
→ →→
are coplanar, a, b, c being three non-collinear vectors.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8f4f8d7f-c88a-469e-b853-1176ee8bbe7e%2Ff0531997-1393-4cd6-9428-dede19c29423%2Flglied_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Show that the vectors
(5a +67
+7c), (7a - 8b -
8b + 9c) and (3a + 20b + 5c)
→ →→
are coplanar, a, b, c being three non-collinear vectors.
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