Projection of line when angles with VP, LTV and locus of b are given

Hello, I hope everyone is healthy and fit, Before watching this video, I hope that you already know the basic concept of projection of line.The basic rule to solve any projection of line problem are :
1. TL in Frontview gives you Length of TV
2. TL in Topview gives you length of FV.

In this video I have solved one problem of projection line when angles with VP, LTV and locus of b are given. If you want to solve this problem kindly pause the video and try it by yourself. The data is given below:

A line AB, inclined at 30° to the V.P. has its end A 10 mm above the H.P. and 60 mm in front of the V.P., while the end B is 20 mm in front of the V.P. The top view of the line measures 60mm. Draw the projections of the line and find its true length and true inclination with the H.P. Assume line AB to be in the first quadrant.

Solve the problem and comment the answer. If you like the video, kindly do subscribe to my channel and share with your friend.

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