(1/8)(4x-6)=(t+6)/16

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Solution for (1/8)(4x-6)=(t+6)/16 equation: 


x in (-oo:+oo)

(1/8)*(4*x-6) = (t+6)/16 // - (t+6)/16

(1/8)*(4*x-6)-((t+6)/16) = 0

1/8*(4*x-6)+(-1*(t+6))/16 = 0

(1/8*16*(4*x-6))/16+(-1*(t+6))/16 = 0

1/8*16*(4*x-6)-1*(t+6) = 0

8*x-t-18 = 0

(8*x-t-18)/16 = 0

(8*x-t-18)/16 = 0 // * 16

8*x-t-18 = 0

8*x-t-18 = 0 // + -t-18

8*x = -(-t-18) // : 8

x = (-(-t-18))/8

x = (t+18)/8

x = (t+18)/8

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