pls answer fast q 10
the answer given is c
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Howdy!!
your answer is ------
there are two possible values of third side of triangle .
Given, Vector A = i + 2j + 4k
& vector B = 5i
Let , third vector be C
when , all this 3 vectors are equiblerimun
then, C = B - A
=> C = 5i - i - 2j - 4k
=> C = 4i - 2j - 4k
now, magnitude of vector C is
√ 4^2 +(-2)^2 +(-4)^2
= √16+4+16
= √36
= 6
when, vector C is resultant of vector A and vector B .
then, C = A+B
=> C = i + 2j + 4k + 5i
=> C = 6i + 2j + 4k
now, magnitude of vector C is
√6^2 + 2^2 + 4^2
= √36+4+16
= √56
so, length of third side of triangle may be 6 or √56.
========================
hope it help you
your answer is ------
there are two possible values of third side of triangle .
Given, Vector A = i + 2j + 4k
& vector B = 5i
Let , third vector be C
when , all this 3 vectors are equiblerimun
then, C = B - A
=> C = 5i - i - 2j - 4k
=> C = 4i - 2j - 4k
now, magnitude of vector C is
√ 4^2 +(-2)^2 +(-4)^2
= √16+4+16
= √36
= 6
when, vector C is resultant of vector A and vector B .
then, C = A+B
=> C = i + 2j + 4k + 5i
=> C = 6i + 2j + 4k
now, magnitude of vector C is
√6^2 + 2^2 + 4^2
= √36+4+16
= √56
so, length of third side of triangle may be 6 or √56.
========================
hope it help you
Anonymous:
Nice answer!
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