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Which of the following angles made by a line with co-ordinate axes are not possible?

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Important Questions on Three Dimensional Geometry

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A line makes angles of 45° and 60° with the positive axes of X and Y, respectively. The angle made by the same line with the positive axis of Z is
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A line makes angles α, β, γ with co-ordinates axes. If α+β=90° then γ is equal to
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If a line makes angles 60° and 45° with the Y and Z-axes, respectively, then the direction cosines of the line are
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The co-ordinates of the point P are x,y,z and the direction cosines of the line OP when O is the origin, are l, m, n. If OP=r, then
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If the length of a vector be 7 and direction ratios be 2, -3, 6, then its direction cosines are