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(x^2)^-5
(x*sin(x))/(tan(x)+1)
492;1.23
((x^2)^1)/5
3;4;5;16;0;0
| 6-2u=-12 | | 5y-x=18 | | 3/4(2)-1= | | 3/4(0)-1= | | r+r+n+n=16 | | -5(7-2h)=-22 | | 81.24-b=15.86 | | 2(3)-4= | | 2(4)-4= | | 3=2y+10 | | 4(3x+3)-(x+5)= | | 4g^2+10=1 | | 30x-31=5x+269 | | 5d-8d=-32 | | 3(1)-1= | | 3(0)-1= | | 2(2x)+6(x+3)=70 | | x+(x+16)=150 | | X(2)-2= | | Y+11=z | | X(0)-2= | | 4t-9=3t | | cos(3x)+cos(7x)+sin(10x)=0 | | n-21=2n-40 | | .28=12.88 | | 5k=-85.05 | | (4x²-10x6-5x⁴)/(2x³) | | x+x+16+x-33=150 | | x+16+x-33=150 | | S/3=213 | | 65+2x=180 | | -3(k-8)-(k+6)=23 |