WebConsider the line L(t)=〈t−3,−4−2t,4t−1〉L(t)=〈t−3,−4−2t,4t−1〉. Then: L is ( parallel perpendicular neither ) to the plane 1.5x−3y+6z=−7.51.5x−3y+6z=−7.5. L is ( parallel … WebConsider the line 𝐿 (𝑡)=〈3−5𝑡,5−5𝑡,4𝑡〉L (t)=〈3−5t,5−5t,4t〉 and the point 𝑃= (0,−1,−4)P= (0,−1,−4). How far is P from the line L? . 8.Consider the line 𝐿 (𝑡)=〈1−2𝑡,2−2𝑡,−3−5𝑡〉L (t)=〈1−2t,2−2t,−3−5t〉. Then: 9.𝐫1 (𝑡)= (−5,−9,9)+𝑡〈0,0,−3〉r1 (t)= (−5,−9,9)+t〈0,0,−3〉 𝐫2 (𝑡)= (−5,−12.5,7.5)+𝑡〈0,−1,3〉r2 (t)= (−5,−12.5,7.5)+t〈0,−1,3〉
Solved Consider the line L(t) = (5 + 4t, 2 - 5t, 3 + 3t). Chegg.com
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Solved cok 12 7 assignment 1 /5 Assignment 1: Problem 5 - Chegg
Web(1 point) Consider the line L(t)=〈5+4t,4−t,−5−3t〉. Then: LL is ? parallel perpendicular neither to the plane 7x+28y=−14 LL is ? parallel perpendicular neither to the plane 2x−2y+5z=−15 LL is ? parallel; This problem has been solved! You'll get a detailed solution from a subject matter expert that helps you learn core concepts. ... WebConsider line L L of symmetric equations x − 2 = − y = z 2 x − 2 = − y = z 2 and point A (1, 1, 1). A (1, 1, 1). Find parametric equations for a line parallel to L L that passes through point A. A. Find symmetric equations of a line skew to L L and that passes through point A. A. Find symmetric equations of a line that intersects L L ... Webhx;y;zi= ha;b;ci+ t~v is called the vector equation of the line (because it consists of vectors). We can also rewrite this as three separate equation: if ~v = hv 1;v 2;v 3i, then (x;y;z) is on the line if x = a+ tv 1 y = b+ tv 2 z = c+ tv 3 are satis ed by the same parameter t 2R. This is called the parametric equation of the line. See#1 below. game of thrones intro template