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Simplifying 0.05x = 3125 Solving 0.05x = 3125 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by '0.05'. x = 62500 Simplifying x = 62500
| 0.05x=5000 | | 6x+12=x+27 | | 2*y=x+y | | 2x^2+2-8=0 | | 12.95x=388.50 | | 10+2x+6=24 | | m^2+5m+14=0 | | 1x+47=6x+12 | | -6(x+12)-15(x+12)=0 | | (z^2)-3z+8=0 | | 2log(x)-10=-8 | | 7x-y-2x-3y= | | 4x+20+2(1x+-1)=0 | | 6sin^2x=14sinx-8 | | xy+3=yx+3 | | 3(1x+-8)=5x+7 | | 6(5x+3)=-7(x+5) | | 39.5x=18762.50 | | 39.5x=177750 | | X^4+80=1 | | -5(2t+7)=15 | | 76-x+5=116 | | 10logarithm(x)=2dB | | 3.2x-7.4=-7.8x+36 | | f(x)=2sinx-3cosx | | 96=u-6 | | 10log(x)=2dB | | 3.2x-7.4=(-7.8x+36) | | 7x-3/6-14x | | 9x+63=10x-14 | | h(t)=-3t^2+12t+30 | | 0.15=7.20 |