Find a vector equation of the line through (11,55,66) - id11556615654121 от diamondpositive68 16.09.2022 03:31

Question

Mathematics: Find a vector equation of the line through (11,55,66) that is perpendicular to the lines R1(t)= 2-2t,2+9t,5-3t 2-2t,2+9t,5-3t and R2(t)= -2t,2+t,5-t, where t=0 corresponds to the first given point

diamondpositive68 · Accepted Answer

The correct answer is: p - 8 ∧ restriction p ≠ -4

Step-by-step explanation:

(p² - 4 p - 32) / ( p + 4)

The existence of this rational algebraic expression is possible only if it is:

p + 4 ≠ 0 => Restriction is p ≠ -4

(p² - 4 p - 32) / ( p + 4) = (p² - 8 p + 4 p - 32) / (p + 4) =

= (p (p -8) + 4 (p -8)) / (p + 4)= (p - 8) (p + 4) / ( p +4) = p - 8

God with you!!!

Find a vector equation of the line through (11,55,66) that is perpendicular to the

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