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(tan(2*x))^3
(sin(x))^7*((2^x+1)/(3^x+1))
(2)^(5)
(sin(x))^7*(2^x+1/(3^x)+1)
(2)^(5)
| f(8)=4ln((2x)-8) | | (x+7)4=8 | | 10x-50=180 | | y=-10x+109 | | 5(x+3)=2(x+6)x | | -16x+5=53 | | -5(3x-2)=-32 | | 6r-1=11+8r | | 16/81x^4-625 | | Z-14=25 | | x^3=-97 | | 2/5x-5= | | 3b+8=41 | | 3-3x^2=f(x) | | 14-3x+x=x | | 29=3/4x=-25 | | 2x+6=9x-50 | | 3[x-2(x-5)]-1=-3(2x-5) | | 2-(0.5)n=3n+16 | | N-7.25=4 | | 26.02+.18x=30.52 | | x^2+0.6x-0.16=0 | | X/8-8=-6 | | 5s^2=35s | | 6-18x=-30 | | 12=-(n-8) | | Z/10-8=-6 | | P=-10+3Q | | ln(3x^2)-ln(3)=2 | | 3(x+1)-4=4x-18 | | 4x-12=2x+26 | | 3x+7=-14-9x |