Practical Plane And Solid Geometry Including Graphic Arithmetic
Practical Plane And Solid Geometry Including Graphic Arithmetic
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In our eReader you can find the full English version of the book. Read Practical Plane And Solid Geometry Including Graphic Arithmetic Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Practical Plane And Solid Geometry Including Graphic Arithmetic
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To quickly assess the difficulty of the text, read a short excerpt:
P. Is in and below the h. P. Is in A point behind the v. The second dihedral angle.
A point behind the v. P. The third dihedral angle.
A point in front of the v. P, the fourth dihedral angle.
If two lines be supposed to pass through the actual position of a point, one being perpendicular to the h. P. , and the other to the v. P. , the intersection of these lines with the respective planes will be the plan and elevation of the point. These imaginary lines are called pro- jectors, and the plan an...d elevation, the projections of the point.
Thus a point in the first dihedral angle would have its plan upon the front part of the h. P. , and its elevation upon the upper part of the v. P. A point in the third angle would have its plan upon the back part of the h. P. , and its elevation upon the lower part of the v. P.
104 OKOMETRT.
The student, to understand these facts, must use hii model, and demonstrate for himself the positions of the various plans and elevations.
If a point be in * one of the co-ordinate planes, either its plan or elevation must be in X Y ; and if it be in both planes, the plan and elevation will coincide with the actual point itself upon X Y.
What to read after Practical Plane And Solid Geometry Including Graphic Arithmetic?
You can find similar books in the "Read Also" column, or choose other free books by Henry Angel to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
P. Is in and below the h. P. Is in A point behind the v. The second dihedral angle.
A point behind the v. P. The third dihedral angle.
A point in front of the v. P, the fourth dihedral angle.
If two lines be supposed to pass through the actual position of a point, one being perpendicular to the h. P. , and the other to the v. P. , the intersection of these lines with the respective planes will be the plan and elevation of the point. These imaginary lines are called pro- jectors, and the plan an...d elevation, the projections of the point.
Thus a point in the first dihedral angle would have its plan upon the front part of the h. P. , and its elevation upon the upper part of the v. P. A point in the third angle would have its plan upon the back part of the h. P. , and its elevation upon the lower part of the v. P.
104 OKOMETRT.
The student, to understand these facts, must use hii model, and demonstrate for himself the positions of the various plans and elevations.
If a point be in * one of the co-ordinate planes, either its plan or elevation must be in X Y ; and if it be in both planes, the plan and elevation will coincide with the actual point itself upon X Y.
What to read after Practical Plane And Solid Geometry Including Graphic Arithmetic?
You can find similar books in the "Read Also" column, or choose other free books by Henry Angel to read onlineMoreLess
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