(3-t/6)/(9-t^2/15)

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Solution for (3-t/6)/(9-t^2/15) equation: 


D( t )

9-((t^2)/15) = 0

9-((t^2)/15) = 0

9-((t^2)/15) = 0

-1/15*t^2 = -9 // : -1/15

t^2 = 135

t^2 = 135 // ^ 1/2

abs(t) = 3*15^(1/2)

t = 3*15^(1/2) or t = -(3*15^(1/2))

t in (-oo:-(3*15^(1/2))) U (-(3*15^(1/2)):3*15^(1/2)) U (3*15^(1/2):+oo)

(3-(t/6))/(9-((t^2)/15)) = 0

(3-1/6*t)/(9-1/15*t^2) = 0

3-1/6*t = 0 // - 3

-1/6*t = -3 // : -1/6

t = -3/(-1/6)

t = 18

t = 18

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