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log(25)(1/2) = 0
log(25)(x) = 0
M = 0/(-1)
(53*x^6)/2 = 0
((2*x)/5)^2*((l^1*((-3*x)/4))/3-((1/2)*l)) = 0
| 25x+18=26x+4 | | 5-7k=-7k+5 | | 10=-19x+7 | | -(4xy-11)+3(4xy+4)= | | 4-3[-4(5-3)-3(5-3)]= | | H(t)=-16t^2+64t+72 | | -4s-6=-6-4s | | -1-4y-2=-3-4y | | 10x+8=6-2x | | 17w+15=7 | | M=0/-1 | | 30(r-967)=90 | | 9z+4=9z-2 | | 15+7=0 | | 2x-3y=5-1 | | Y+1=-3(x+2) | | 53x6/2 | | (2x/5)^2(-3x/4l1/3-1/2l) | | 10(h-91)=30 | | (2x/5)^2 | | 5x^2+102x-63=0 | | -3y=1/2-2x | | 75=5(m+8) | | 59/40 | | 8v-15=49 | | 4h=2h+8 | | -8-4c=-3c | | 3x^2-18x-11=13-6x | | sqrt(121)-sqrt(100)= | | 2q=q+10 | | (6x-3)(2x+2)=0 | | -7(y+1)-(-6y-3)=-1 |