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cos((pi*x)/6)
23-((6*x)/7) = 3*x
a-(2/5) = -37/30
(1/2)*x = -13
(((2*x^3*y^-2)/(x^2))*y^5)^-2 = 0
| 2pq=.38 | | -8+x=88 | | 23-6x/7=3x | | x^2+50x-375=0 | | 5(2x+5)=33+4x | | 8x-12+5x+12=180 | | x^2+34x-37=0 | | 18=y+ | | 8x=1/x^.5 | | 33/1=850/x | | 457=3.5x^2-32.9x+975 | | x+6=2x+7 | | -0.2x+1.2x=0 | | 4x(x-2)+11-4=2x+3 | | 6x^2+x-42=0 | | -0.2x+1.2=0 | | ln(4x)-3ln(x)=2 | | 8+5x=-2x+71 | | x-8/6=x+12/9 | | (x+1)(x-3)+(x+1)(2x+4)=0 | | (6-3m)(3)= | | a-2/5=-37/30 | | y^2-8y+2x+10=0 | | V=(x)(x-6)(x-2) | | y^2-8y+2x-10=0 | | x-8/6=x+2/9 | | 0.0765t^2-0.884t+1.874=0 | | 5x=10x-35 | | x-0.3x=150 | | X^2-8y+2x-10=0 | | (y^1-y^2)=4(X^1-x^2) | | 3y-y=60 |