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x^2-x+2 = 0;x
x
((sin(x))^2+1)^4
x^4*tan(x)*3^x
322;7
(sin(x))^2*((1-x)/(x+1))^(1/2)
| 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= | | 35(3/5x) | | 14=3h-13 | | 6x+3=-6x+39 | | 7=m/4-3 | | -12[x+7]=3[x-53] | | (4x-1)(2x-1)=(4x+1)(2x+1) | | 1=n/2-2 | | 21x+x^2=100 | | X+95+4x=180 | | 5m+4-8m=6(m+1)-9m | | 40=140-x | | X^2-5=-10 | | 40=140-x/2 | | 3(w-4)-6w= | | y=3.2x+13 | | 2-y+0.60y=0.75x | | 2-y+0.60y=0.75*2 | | 4[x-8]=3x-41 | | 3a-5b+7a-2a= | | 0.11x+1.63=0.07x+1.39 | | 3x+7=11-5x |