Q.

How do you find the area of parallelogram with vertices k1,2,3, l1,3,6, m3,8,6 and n3,7,3.

see full answer

Start JEE / NEET / Foundation preparation at rupees 99/day !!

21% of IItians & 23% of AIIMS delhi doctors are from Sri Chaitanya institute !!
An Intiative by Sri Chaitanya

a

266

b

265

c

Both 1) and 2)

d

None of the above 

answer is B.

(Unlock A.I Detailed Solution for FREE)

Ready to Test Your Skills?

Check your Performance Today with our Free Mock Test used by Toppers!

Take Free Test

Detailed Solution

Vertices are k1,2,3, l1,3,6, m3,8,6 and n3,7,3.
Question Image {"mathml":"<math class="image_resized" style="width:242px;height:47px"><span>Using adjacent vectors </span><img src="data:image/jpeg;base64,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" width="11" height="11" alt= and {"mathml":"<math class="image_resized" style="width:11px;height:16px"><img src="data:image/jpeg;base64,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" width="158" height="128" alt=By matrices
Watch 3-min video & get full concept clarity

hear from our champions

score_test_img

Get Expert Academic Guidance – Connect with a Counselor Today!

whats app icon