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10*cos(sin(x^2-4))
3*x^5+4*x^4+5*x^3+x^2+2*x+5;3*x^2+4*x+2
18;12;316;234;0;0
3*x^5+4*x^4+5*x^3+x^2+2*x+5;3*x^2+4*x+2
8*cos(sin(x^8))
| 400x-105=1450 | | 9p^2+72p-432=0 | | 40+4c=100+2c | | 400x+150=1450 | | 3(3x+2)-8=4 | | .55x+.75y=128.8 | | 2(-5+3)= | | 8a-4a-3a= | | (3x^2)+2sinx=2 | | 5^(-5/2) | | (4y+3)-(1-2)= | | a+=7 | | -83=2v+3v-18 | | 3e+6=30 | | -6x+1=2x-55 | | 6p^2-1p-1=0 | | (x-3y)+(4x-2y)= | | X^4+6x^3-5x^2+24x+4=0 | | 14x-5y=2 | | -3(6-3x)+4=-5(-15-10) | | y-12=20-8y | | -25=3v-4 | | (3x^3+26x^2-9x)=20 | | -5y+8x+1= | | 8xn=-104 | | 2d=18whatisd | | 43=3(x-2)+17 | | v-4.3=8.32 | | 2a=3a-11 | | c=.06+450 | | 1/3(6x-1) | | 15(p-4)-5(p+5)=12(3+2) |