(3/7)^3x+1=(7/3)^5c-9

Simple and best practice solution for (3/7)^3x+1=(7/3)^5c-9 equation. Check how easy it is, and learn it for the future. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If it's not what You are looking for type in the equation solver your own equation and let us solve it.

Solution for (3/7)^3x+1=(7/3)^5c-9 equation: 


x in (-oo:+oo)

(3/7)^3*x+1 = (7/3)^5*c-9 // - (7/3)^5*c-9

(3/7)^3*x-((7/3)^5*c)+1+9 = 0

27/343*x-16807/243*c+10 = 0 // - 10-16807/243*c

27/343*x = -(10-16807/243*c) // : 27/343

x = (-(10-16807/243*c))/27/343

x = -343/27*(10-16807/243*c)

x = -343/27*(10-16807/243*c)

See similar equations:

| (z^2+3z-28)=0 | | 2(4x-3)=8x-5 | | (x-48)*100x=-8.1x | | 3*ln(2x)-2*ln(x)=24 | | y-4/3=-5/6 | | 7(2x-6)=14x-42 | | 2x=35-5x | | -15=5v | | 3(2+-6)=2(3t-9) | | 4x^2-y^2+8y+32=0 | | 9=2s+4 | | -16x^2+128x=256 | | 9x=72-9x | | -4=11+t | | 1+1a=4a+2 | | 2x+5=29-6x | | 4x+2y-(-11)=0 | | x+(x+7/8)+5x/6=-1/12 | | ((3x+25)/x+7)-5=(3/x) | | (9/x-3)+(6x/x^2-8x+15) | | 2x+11=3(2x-5) | | 1+1a=4 | | 2(z+9)=32 | | 3(n-2)-(5-7n)=9n | | y^2+7y+49= | | 2/9(-4n+28)=88 | | x/2-(-2)=13 | | -16x^2+128x=112 | | 10X^2+x+1.2=0 | | 2(8x+3)=3x+37 | | x/2-(2)=13 | | .2(x+3)-.4(x+3)=-.2x-.6 |

Equations solver categories