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ln(1/125)
x^13*ln(x)
-1/(-5/3)
1/(x^13)
22000 = (x+512500)/25;x
x
| 3(10n-10)+6(10+5n)= | | (x/8)=(x/9)-4 | | (-10)-6= | | 2(x+5)+2=2x+7 | | 3x-7=6+2(x-5) | | 132(x/11)=132((x/12)-12) | | (x/11)=(x/12)-(12) | | 3y+8=5x | | (x/11)=(x/12)-12 | | 4x+3=x+77 | | f(x)=x^2+22 | | 3(x-4)-(x-6)=2 | | 7x-9=-2(x+5)-17 | | 8x-(3x-7)=32 | | R=-0.028+20.8 | | 33=x+2 | | 3=5-a | | 140x-y=0 | | 0.18x^3-2.16x^2+4.86x-20=0 | | 5a+3=4(a-2)+13 | | 4m^2+2mn-12n^2=0 | | 20=0.18x^3-2.16x^2+4.86x | | 5(3x-8)=5(x-6) | | -4a+4=a^2 | | 7-5(x-3)-4(5-2x)=6(3x+1)-5(3x+2)+6 | | 157+598+(-598)= | | 47+83= | | 6-7x=4-8x | | 52+46=32 | | 4a+2b-10b+3b= | | 3/8.8/3.24= | | 1.6x=4 |