y=ln(8)*x-7*ln(7)+1/8

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Solution for y=ln(8)*x-7*ln(7)+1/8 equation: 


x in (-oo:+oo)

y = ln(8)*x-(7*ln(7))+1/8 // - ln(8)*x-(7*ln(7))+1/8

y-(ln(8)*x)+7*ln(7)-(1/8) = 0

y-(ln(8)*x)+7*ln(7)-1/8 = 0

y-ln(8)*x+7*ln(7)-1/8 = 0 // - y+7*ln(7)-1/8

-ln(8)*x = -(y+7*ln(7)-1/8) // : -ln(8)

x = (-(y+7*ln(7)-1/8))/(-ln(8))

x = -((ln(8))^-1*(1/8-y-(7*ln(7))))

x = -((ln(8))^-1*(1/8-y-(7*ln(7))))

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