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140 = (k^20)/25
8*u^4-(u^2*((24*u^3)/4)) = 0
x-3;3;x+6;x+4
140 = (20*175)/c
2;2;-12;7
| 2x+-9y= | | Y=(1/2)^×-2 | | 140=k20/25 | | 8u^4-24u^3/4u^2 | | 140=k(20)/25 | | lx+3l=4x+9 | | 1401=k(20)/25 | | -12(p-2)=6 | | 140=175(20)/c | | -7(4c+2)=5(2x+1) | | 0=5x+45 | | n/8=3/2 | | 4m^4n^3p^3/3m^2n^2p^4 | | X-36=-8x | | -7/x-2=10 | | -6x+-9y= | | 9x^2+56x+12=0 | | 98=8(1-2v)-2v | | q=175(28)/35 | | 9n^2-4n-16=0 | | q=(175)28/35 | | 11/20 | | (8+u)(2u-3)=0 | | 2x-3=-2x+17 | | h=-8t^2-4t+12 | | 140=k(28)/35 | | h=t^2-4t+12 | | -28+4k-14k=-2k-4 | | y=k28/35 | | 64/116 | | 3u^2+5=-16u | | 5x/2=18/2 |