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For any three vectors, prove that A • (B × C ) = (Ā × B) · T. Also calculate Ā • (Bx C ) for the three vectors A with magnitude A = 10 and angle 04= 26° measured in the sense from the +x-axis toward the+y-axis, B with B = 8 and OR= 63° and Ć with magnitude 12 and in the +z direction.

For any three vectors, prove that A • (B × C ) = (Ā × B) · T. Also calculate Ā • (Bx C ) for the three vectors A with magnitude A = 10 and angle 04= 26° measured in the sense from the +x-axis toward the+y-axis, B with B = 8 and OR= 63° and Ć with magnitude 12 and in the +z direction.

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1. For any three vectors, prove that A• (B x C ) = (A × B) · C. Also calculate A • (B × C ) for the three vectors Á with magnitude A = 10 and angle 04= 26° measured in the sense from the +x-axis toward the+y-axis, B with B = 8 and 0g= 63° and Ć with magnitude 12 and in the +z direction. Vectors A & B are in the xy-plane. [3]
Transcribed Image Text:1. For any three vectors, prove that A• (B x C ) = (A × B) · C. Also calculate A • (B × C ) for the three vectors Á with magnitude A = 10 and angle 04= 26° measured in the sense from the +x-axis toward the+y-axis, B with B = 8 and 0g= 63° and Ć with magnitude 12 and in the +z direction. Vectors A & B are in the xy-plane. [3]
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