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(x^2+1)^(1/2)
e^ln(x)
13-((3/2)*x) = 38
((5/6)*x^7)/1 = 0
1987;1964
| log(3)(5x-2)=log(3)(3x+4) | | .75x+.25y+5z=100 | | 6m+2pr-m+3pr= | | 13-3/2x=38 | | 2a+2b=30 | | 5/6x7/1 | | 0.2(x+2)=-1 | | 0.25x+1=7 | | log(x)=0.1966 | | 3a-16=5a | | 16=-4/5x | | -3x/4=15 | | 14n=91[n+1] | | 35=-5/3v | | 1508=xy-6x-6y+48 | | 8y^2+29y-12=0 | | 3*52x+2*5x=5 | | Y(1)=2 | | 13x^2+2x=y^2 | | 20(20-x)=30 | | 3(w+7)=4(w+7) | | y+6y=28 | | [x+3]-[x-3]=0 | | 5a-7a=16 | | 3x+x=310 | | 3x+x=357 | | -4x=17-(-19) | | (4567)1/3 | | 6p-(5p+5)=-8 | | x^2+22-11=0 | | (3a-4b)(5a+8b)=0 | | 6-2(6x-5)=-4 |