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(1/3)*x^3+1*x^2-(1*x)+0 = 0;x
x
X^2+1
8*x-3 = 2*x+39;x
x
5*x-8 = 7*x-16;x
x
x+34.2 = 37.4;x
x
| x=y^2-2y+1 | | 245x+351=330057 | | 5x+17=50 | | x=8cos(6t) | | (a²-28)/(a-5) | | Y=4x^3-2x^2 | | 7x+7=9x-8 | | z^2-iz+6-i=0 | | 36x+63=27 | | 12-2x+5x= | | 6y-11=10 | | Z/10-4=8 | | y=22x+(22+2) | | 8x+1=33 | | 4x+24x=6 | | (2x-7)(x+1)=3 | | Ctgx=5 | | x^5-2x^4-x^2+2x=0 | | sin(3x)-2cos(3x)=0 | | 5a+4b+3c=55 | | a+2b+3c=41 | | cos^2(6x)+sin^2(6x)=0 | | 5q-(7q+21)=5-(5q-2) | | 0.4(7x+5)=2.8x-5 | | X^2+14x+20=(x+a)+b | | 2a^2-19a-10=0 | | 5c+2=c+12 | | sinx=-2cosx | | y-sqrt(144)=0 | | X(-1/3)=1 | | -10+16x+-2x^2=0 | | 5-8/c=-2 |