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3. You are given the vector form of the line [x, y] = [3, 1] +t[-2, 5] and a Point P. a. When you write

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3. You are given the vector form of the line [x, y] = [3, 1] +t[-2, 5] and a Point P. a. When you write the parametric equations of the line, what should you notice about the value of t? b. Are the following points on the line, i. (-1, 11) ii. (9, -15) 4. Write the parametric and symmetric equations for each vector equation. a. [x, y, z] = [3, 0, -1] + t[6, -9, 1] b. [x, y, z] = [11, 2, 0] + t[3, 8, 2] 5. Consider a plane with direction vectors [9, 4, 6] and [-8, 2, -7]. The plan passe through the point (10, - 1, 5). Find the vector form and the parametric form of the equation of the plane

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