Mark (√) against the correct answer in the following:
If the volume of a parallelepiped having
and
as conterminous edges, is 216 cubic units then the value of λ is
Given volume of the parallelepiped is 216 cubic units
Given ![]()
And ![]()
=
are the coterminous edges of the parallelepiped.

[
216
⇒216=
⇒ 216=5[21-(-2
]-(-4)[28-
]+1[-8-3]
⇒ 216=5[21+2
]+4[28-λ
]+1[-11]
⇒ 216= 105 +10 λ +112 -4 λ -11
⇒ 216-105-112+11=6 λ
⇒ 6 λ =10
⇒
=![]()
⇒ λ = ![]()
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