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Figure 4.12

                  Thus if a line lies in a given plane, its traces lie on the respective traces of the plane, and
            conversely.
                  If one projection of a line which lies in a plane is given or assumed, the other projection can
            be found. Let the horizontal projection of line l, lying in the plane determined by lines m and n, be
            given (Fig. 4.13). Line l 1 cuts m 1 and n 1 in points A 1 and B 1 respectively. The frontal projection of l
            is determined by points A 2 and B 2.























                                                          Figure 4.13
                  Let the plane Δ is determined by parallel straight lines a and b. A frontal projection of point
            А 2 is given, it is necessary to construct А 1 (Fig. 4.14).


















                                                          Figure 4.14



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