If a unit vector ` vec a` makes an angle `pi/3` with ` hat i ,\ pi/4` with ` hat j` and an acute angle `theta` with ` hat k` then find `theta` and hence, the components of ` vec a` .

If a unit vector vec a makes angle pi/4 with hat i,pi/3 with hat j and an acute angle theta with hat k then find the components of vec a and the angle theta .

If a unit vector vec a makes angles (pi)/(3) with hat i,(pi)/(4) with hat j and an acute angle theta with hat k, then find the value of theta .

Find a unit vector vec a makes angles (pi)/(3) with hat i(pi)/(4) with hat j and an acute angle theta with hat k, find theta and hence the components of vec a .

If a unit vector "a" makes an angle "pi"/3 with hat"i"," ""pi"/4 with hat"j" and an acute angle "theta" with hat"k", then find the value of "theta"dot

A unit vector vec a makes angles (pi)/(4) and (pi)/(3) with hat i and hat j respectively and an acute angle theta with hat k .Find the angle theta and components of vec a .

If a unit vector vec(a) makes angles .^(pi)//_(4) with hat(i), .^(pi)//_(3) with hat(j) and an acute angle theta with hat(k) then find the value of theta . Also, find the scalar and vector components of a along the axes.

A unit vector vec r makes angle (pi)/(2) and (pi)/(2) with hat jandhat k respectively and an acute angle theta with i,F in d theta

If a unit vector vec(a) makes angle (pi)/(3) with hat(i), (pi)/(4) with hat(j) and theta in ((pi)/(2), pi) with hat(k) then a value of theta is (k pi)/(l) (k and l are coprime). The value of k is _________.

A unit vector in the xy-plane that makes an angle of (pi)/(4) with the vector hat i+hat j and an angle of with the vector 3hat i-4hat j is

If vec a=4hat i+6hat j and vec b=3hat j+4hat k, then find the component of vec a and vec b .