The component of vector `A=(a_(x)hati+a_(y)hatka_(z)hatk)` along the direction of (i - j) is

The component of vector A=a_(x)hati+a_(y)hatj+a_(z)hatk and the directioin of hati-hatj is

The component of vector A=a_(x)hati+a_(y)hatj+a_(z)hatk and the directioin of hati-hatj is

The component of vector A=a_(x)hati+a_(y)hatj+a_(z)hatk and the directioin of hati-hatj is

The component of vector vecA = a_(x) hati+ a_(y) hatj + a_(z) hatk along th direction of (hati - hatj) is

The component of vector vecA = a_x hati +a_y hatj + a_z hatk along the direction of 'hati - hatj'

The component of vector vec(A) = a_(x) hat(i) + a_(y) hat(j) + a_(z) hat(k) along the direction of hat(j) - hat(k) is

The component of vector vec(A) = a_(x) hat(i) + a_(y) hat(j) + a_(z) hat(k) along the direction of hat(j) - hat(k) is

Find the component of vector A = 2hati + 3 hat j along the direction (hati - hat j ) .