-10/6=(3p+1)/(p+6)

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Solution for -10/6=(3p+1)/(p+6) equation: 


D( p )

p+6 = 0

p+6 = 0

p+6 = 0

p+6 = 0 // - 6

p = -6

p in (-oo:-6) U (-6:+oo)

-10/6 = (3*p+1)/(p+6) // - (3*p+1)/(p+6)

-((3*p+1)/(p+6))-10/6 = 0

(-1*(3*p+1))/(p+6)-5/3 = 0

(-1*3*(3*p+1))/(3*(p+6))+(-5*(p+6))/(3*(p+6)) = 0

-1*3*(3*p+1)-5*(p+6) = 0

-14*p-33 = 0

(-14*p-33)/(3*(p+6)) = 0

(-14*p-33)/(3*(p+6)) = 0 // * 3*(p+6)

-14*p-33 = 0

-14*p-33 = 0 // + 33

-14*p = 33 // : -14

p = 33/(-14)

p = -33/14

p = -33/14

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