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(6/5)*(x-1) > (3/2)*(x-2)
cos(1/4)*x^2
Y = ((4*x)/2)*x-6
cos(1/4)*x
-cos(1/4)*x
| 13n+3=n+51 | | 6/5(x-1)3/2(x-2) | | -18=-A+7a | | 3y+(5x-100)=180 | | (-3x+9)=15 | | 16x+43=4 | | 8+6a-(3a+5)-(5a+5)= | | 6m+31=31 | | y-18.02=-1.02 | | =9(x-8) | | z+2=2z+1 | | 7.57+y=24.57 | | 3sin^2x+5cosx=1 | | (3a+5)-2a(8-3a)= | | (8x+4)7=(11x-5)7 | | X:2/7::8:x | | 5x+25=10x-15 | | Y=4x/2x-6 | | 32+12v=-28 | | 4+7=23 | | 2X-4+12=24+2x | | d=80+75m | | x-5/3x3 | | 12-15+x=12 | | C=5/9(F-32)= | | -21=6u-18-3u | | 3(a+5)-2a(8-3a)= | | -3x+17=2x+3 | | (x^3+x^2+x+1)(10x-7)= | | 2x-y+52=3 | | 2a-5+12c=2a+c | | r=3c+5 |