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s = (1/5)*(365-40)
10;50
(X^1)/5 = 7
(7/12)*N = 1/2
12;15
| 45c+4=61c+2 | | 594=3x^2+12x | | 7x+5=100(x-7)-3x | | -3*2*2(-3-1)= | | s=1/5(365-40) | | 2t(t+3)+3=9 | | 594=3x^2+12 | | 3x-4=7x-16 | | 3+-7a=-18 | | x-y-10=40 | | X^1/5=7 | | 7/12N=1/2 | | 7(x+21)=111 | | s=1/5(73-40) | | 65=w-40 | | 5x-7/10=8 | | 6x+1x=10 | | x^2+9x+9x+81=x^2+7x+7x+49+x^2 | | 200+7x=100-2 | | 5d-8=22 | | 3x+2y+11x-2=-4y | | 1.5w=w | | 2x+2=x+53 | | W=1.5w | | 0.04=9 | | 3m=3m+6 | | 297=3x^2+6x | | 14.9-9.5= | | 3x^2-7=47 | | y=1+x^2 | | 4x+3=7x+1 | | 2x-26=x+11 |