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(sin(x))^x
y = 1*x^2+5*x+6;1;5;6
-((5^2-(1*4*6))/(1*4))
-(5/(1*2))
1*0^2+0*5+6
| 14x+4x^2= | | x+523=416 | | 7x+2y+8z-5x+4z-4y= | | (4v-7)(6+v)=0 | | (16u^5-32u^4)/(4u^2) | | 9z+6=7 | | 2*(3x-4)=3x+1 | | 14v-21= | | (x-4)(x-7i)(x+7i)=0 | | x-2/4-1/4= | | -9(3x-1)+5=-175 | | (3/7x)-(5/x)=3 | | 4sinx-4=-8 | | 25x+5(x+5)+10(x+9)=10 | | -5x+3=3(x-7) | | t^2-10t-100=0 | | -2(-1)(-7)(7)= | | t^2-10t-1000=0 | | x(x-2)+(2x-15)= | | 5x-25y/5=15 | | 3(-1)(5)(8)= | | m-3(5)+9=54 | | Z^9+6=7 | | x^4+2x^3+3x^2-2x-1=0 | | t^3-20t^2+1000=0 | | 9x-5y=-1 | | 4(6x-2)=5.5(2x+8) | | 5-2n=3n+10 | | y-10+x=5 | | 2(x+7)-9= | | 2x+4x-39=5x+32 | | 12w^3+5w-3=0 |