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Question : 4 of 160
Marks:
+1,
-0
Solution:
We have,
=−,=+‌⇒×=(−)×(+)‌=0−×+×−0‌=2×‌⇒‌‌|×|=2|×|‌=2√|×|2‌=2√||2||2sin‌2θ||2‌{∵=‌ unit vector ‌||=1}‌=2√4⋅4⋅sin‌2θ⋅1‌=2√16(1−cos2θ)‌=2√16−16cos2θ‌=2√16−16(‌)2‌∵{⋅=||||cos‌θ}‌=2√16−16‌‌=2√16−16‌⇒‌‌2√16−(⋅)2
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