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2*x^2-50 = 0;x
x
(x-2)^2-(3*x*(2-x)) = 4*x*(x-3)+10;x
x
(10)^(-10)
(tan(x))^4*3^x
5-((1*(3/2))/3)
| -4x+3=6x-97 | | -14=5u-4 | | 8a+3-6a+6=7a-18+a | | 3x+3=x-15 | | 24r+(-3)= | | 3u-14=25 | | -16[x+6]=4[x-14] | | 4(3x+2)=-5x+25 | | 5-((1*(3/2))/3) | | 25=4(3x-4)-7 | | 1.66(3x-6)+3=5.833(x+6)-.79 | | -.22u=-4 | | f(x)=-39 | | 10/9-(5x-3)=1/5x-12 | | 20y-20y=-1 | | -6+0.6=4.8 | | 3.99/8= | | -4u+-31=53 | | 5-3/2*1/3 | | Y=my+3 | | 228/n= | | 9r+8r+7r-3= | | 0.2(z+1)-0.6z=-0.1z+0.8-0.3z-0.6 | | 68=50+x | | -4+2=-8+8x | | 8v-8-4=8v-3 | | 0.07x+0.09(6000-x)=516 | | 12[x+3]=-3[x-27] | | 14x-(8x-3)=33 | | 8v-8-4=8v-2 | | 1=n/2-n | | 7/8×24= |