Consider `oversetrarra=overset^^i+2overset^^j-3overset^^k,oversetrarrb=3overset^^i-overset^^j+2overset^^k "and" oversetrarrc=11 overset^^i+overset^^j`:
Find the value of `lambda "and" mu`such that `oversetrarrc =lambda oversetrarra+mu oversetrarrb`

Consider oversetrarra=overset^^i+2overset^^j-3overset^^k," " oversetrarrb=3overset^^i-overset^^j+2overset^^k " and " oversetrarrc=11 overset^^i+overset^^j : Find the unit vector in the direction of oversetrarra+ oversetrarrb

Consider oversetrarra=overset^^i+2overset^^j-3overset^^k," " oversetrarrb=3overset^^i-overset^^j+2overset^^k " and " oversetrarrc=11 overset^^i+overset^^j : Find oversetrarra+oversetrarrb" and "oversetrarra.oversetrarrb

Consider the vectors oversetrarra=overset^^i-overset^^j+overset^^k" and "oversetrarrb=2overset^^i-3overset^^j-5overset^^k : Find oversetrarraxxoversetrarrb

If " " oversetrarra=2overset^^i+2overset^^j+3overset^^k," " oversetrarrb= -overset^^i+2overset^^j+overset^^k " and " oversetrarrc = 3overset^^i+overset^^j are such that oversetrarra+lambda oversetrarrb is perpendicular to oversetrarrc ,then find the value of lambda

Consider the vectors oversetrarra=2overset^^i+3overset^^j+overset^^k " and " oversetrarrb=3overset^^i +2 overset^^j -3overset^^k find oversetrarra.oversetrarrb

Find the sum of the vectors oversetrarra =overset^^i-2overset^^j+overset^^k,oversetrarrb=-2overset^^i+4overset^^j+5overset^^k " and " oversetrarrc=overset^^i-6overset^^j-7overset^^k

Consider the vectors " " oversetrarra=2overset^^i-3overset^^j+overset^^k" and "oversetrarrb = overset^^i+overset^^j-2overset^^k. "" Find |3 oversetrarra+oversetrarrb |

Find |oversetrarraxxoversetrarrb|" if " oversetrarra=overset^^i-7overset^j+7overset^^k and oversetrarrb=3overset^^i-2overset^^j +2overset^^k.

Are the vectors oversetrarra =2 overset^^i -overset^^j "and"oversetrarrb =overset^^i+2overset^^j equal?

Compute the magnitude of oversetrarra =overset^^i+overset^^j+overset^^k ,vector