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Establecida igual convención para toda otra recta paralela a n, si q es el pie de la perpendicular por P1 al plano π, quedará determinado , evidentemente, el sentido de la distancia d = QP1 (fig. 450).

Sea entonces  x cos α + y cos β + z cos γ + d1 = 0, la ecuación del plano π (fig. 451). La ecuación del plano que pasando por P1 es para-

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Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


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Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969


Posted on Wednesday December 31, 1969

 

 

 

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