There exist a vector making angles `30^@ and 45^@` with x-axis and y-axis respectively.

If a line makes angles of 30^(@) and 45^(@) with X-axis and Y-axis respectively, then the angle made by it with Z-axis is

If a line makes angles of 30^(@) and 45^(@) with X-axis and Y-axis respectively, then the angle made by it with Z-axis is: a) 45^(@) b) 60^(@) c) 120^(@) d)does not exist

IF a unit vector veca makes angles pi/4 and pi/3 with x-axis and y-axis respectively and an acute angle theta with z-axis, then find theta and the (scalar and vector) coponents of veca along the axes.

If a vector vec(A) makes angles 45^(@) and 60^(@) with x and y axis respectively then the angle made by it with z-axis is

If a vector vecA makes angles 45^(@) and 60^(@) with x and y axis respectively then the angle made by it with z-axis is

If a vector vec A makes angles 45^(@) and 60^(@) with x and y axis respectively, then the angle made by it with z- axis is x times10^(@) find x

If a line makes angle 35^0 and 55^0 with x-axis and y-axis respectively, then the angle with this line makes with z-axis is (A) 35^0 (B) 45^0 (C) 55^0 (D) 90^0

A line makes angles of 45^@ and 60^@ with the z-axis and the x-axis respectively. The angle made by it with y-axis is