A={1,3}, B={1,2,3} and C={4,2,1} then prove that A² = B² intersection C²
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Answer:
Correct option is
C
(4,5,6)
Let the point C be (i,j,k).
Since, B divides AC in the ratio 1:2
Coordinates of B should be (
3
2+i
,
3
4+j
,
3
k+6
)
Comparing the values given already for B, we get,
i=4, j=5 and k=6
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