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If the line given in parametric form x = 2 +7t y = 4 + 5t z = 3 + 6t is perpendicular to the plane (k, 10, 12). (-(7,4, 2)) = 0 then k = If the line (t)=(4, 3, 3) + t (5,3,3) is perpendicular to the line given by (r) (5, 4, 4)+r (9, 9, k) then k =

If the line given in parametric form x = 2 +7t y = 4 + 5t z = 3 + 6t is perpendicular to the plane (k, 10, 12). (-(7,4, 2)) = 0 then k = If the line (t)=(4, 3, 3) + t (5,3,3) is perpendicular to the line given by (r) (5, 4, 4)+r (9, 9, k) then k =

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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If the line given in parametric form x = 2 +7t y = 4 + 5t z = 3 + 6t is perpendicular to the plane (k, 10, 12)-((7,4, 2)) = 0 then k - If the line (t) = (4, 3, 3) + t (5, 3, 3) is perpendicular to the line given by (r) = (5, 4, 4) + r (9, 9, k) then k =
Transcribed Image Text:If the line given in parametric form x = 2 +7t y = 4 + 5t z = 3 + 6t is perpendicular to the plane (k, 10, 12)-((7,4, 2)) = 0 then k - If the line (t) = (4, 3, 3) + t (5, 3, 3) is perpendicular to the line given by (r) = (5, 4, 4) + r (9, 9, k) then k =
Expert Solution
Step 1

According to the guideline, we have to solve only the first question. Rest of the question should be reposted.

The line given in parametric form is 

                                            x=2+7t,y=4+5t,z=3+6t

which is perpendicular to the plane (k,10,12).(x⇀-(7,4,2))=0.  We have to find the value of k.

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