Question
The diagonals of parallelogram are represented by x = 21-j+k and x = 1+1 – zË The area of
the parallelogram is
sq unit
c esq unit
d V35 sq unit
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1
Answer:
Here a=3i+j−2k,b=i−3j+4k
Thus a×b= i31j1−3k−24
∣=−2i−14j−10k=−2(i+7j+5k)
Hence area
of parallelogram
=21∣a×b∣=53
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