Problem 1. Let L be the line (t + 1, 2t, 3t – 1), t e R, and A the point (1, 1, 1). Let P be the plane containing L and A. (a) Write down a normal vector to P. (b) Write down an algebraic and a...

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Problem 1. Let L be the line (t + 1, 2t, 3t – 1), t e R, and A the point (1, 1, 1). Let P be<br>the plane containing L and A.<br>(a) Write down a normal vector to P.<br>(b) Write down an algebraic and a parametric equation for P.<br>

Extracted text: Problem 1. Let L be the line (t + 1, 2t, 3t – 1), t e R, and A the point (1, 1, 1). Let P be the plane containing L and A. (a) Write down a normal vector to P. (b) Write down an algebraic and a parametric equation for P.

Jun 05, 2022

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Problem 1. Let L be the line (t + 1, 2t, 3t – 1), t e R, and A the point (1, 1, 1). Let P be the plane containing L and A. (a) Write down a normal vector to P. (b) Write down an algebraic and a...

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