Home
Class 12
MATHS
If -> a is a nonzero vector of ma...

If ` -> a` is a nonzero vector of magnitude a and `lambda` a nonzero scalar, then `lambda` ` -> a` is unit vector if (A) `lambda =" "1` (B) `lambda=" "" "1` (C) `a" "=" "|lambda|` (D) `a" "=" "1/(|lambda|)`

Promotional Banner

Similar Questions

Explore conceptually related problems

If veca is a nonzero vector of magnitude 'a' and lambda a nonzero scalar, then lambdaveca is unit vector if:

If veca is a non zero vector of magnitude 'a' and lambda a nonzero scalar, then lambda vec a is unit vector if

If veca is a nonzero vector of mangitude 'a' and lambda a nonzero scalar , then lambdaveca is unit vector if

If veca is a nonzero vector of mangitude 'a' and lambda a nonzero scalar , then lambdaveca is unit vector if

If vec(a) is a non zero vector of magnitude 'a' and lambda a non zero scalar, then lambda vec(a) is unit vector if

If vec a is a nonzero vector of magnitude a and lambda a nonzero scalar, then lambda vec a is unit vector if (A) lambda = 1 (B) lambda= -1 (C) a = |lambda| (D) a = 1/(|lambda|)

If vec a is a nonzero vector of magnitude a and lambda a nonzero scalar,then lambdavec a is unit vector if (A)lambda=1(B)lambda=,-1(C)a=quad | lambda| (D) a=(1)/(| lambda|)