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Name of School Mathematics: Benny Goren - Mathematics (5 units) Part C -1 Questionnaire 035 807 Page number: 274 Exercise: 13 Link to the question: http://imageshack.us/a/img69/1755/27986974.jpg Answers Sufism: I do not have final answers
14-10-2012, 00:41 # 3
Section I did not know if they want we prove it mathematically or we explain in words. Anyway I have no idea how to prove it mathematically, but explain in words what I understand: given that AC is perpendicular to BC (the ABC a right triangle) and given a straight prism (AC therefore also orthogonal to 'CC). According to court "for two straight straight vertical plane, perpendicular to the plane of the whole," we conclude that AC is perpendicular to the plane, vma streaming BCC'B. Paragraph B: is the BC: B'CA is a right triangle (.) Is the B- C: B'C'C triangle is a straight angle (). Pythagoras: Section C: B'BC triangle is right-angled (.) The angle between the plane and the plane of the triangle AC'B base is B'CB, namely: if something is not Of course I'd be happy to help. success and a good week!
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