Martifluoric Equations



Martifluoric Equations are known as one of the most complexforms of equation,known in the mathematics.Martifluoric Equations are equations that require two pieces of information y=.... and c =...,with c being required because Martiflouric Equations are dependant on C.They can become very complex easily eg.C=2x 2 +6x+9 y=6( ^ ) 3 .This equation tells us that the value of the exponentiation function/power symbol can be found from a quadratic and the value of this power symbol cubed and then timesed by 6 equals y,which is hard to comprehend.You can also get equations that involve c but don't involve the power symbol directly-these can be solved by asubstituiting in the value of the power symbol and thus finding out two values of x that are equal and thus solving the equation eg.if we got the power symbol to equal 2 then we would know that x,to the power 4,is the equivalent of 8x and could thus solve the equation x 4 =8x x 4 - 8x=0 x(x 3 -8)=0

x 3 =8,which means the only real solutions are 0 and 2 but there are also two imaginary solutions,we can find these by using the known factor (x-2)(x 2 +2x+4),then we can use the quadratic equation and substitute in the values -2 + or minus the root of(4-16),all divided by two to get -2 +- the root of -12,all divided by two,which simplifuies to -1 +-the root of -3,which is root as -1+-(iroot3),with i representing the imaginary unit.