(1/6)ln(49)-(1/6)ln(4)

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Solution for (1/6)ln(49)-(1/6)ln(4) equation: 


Oblicz to!

6*x^3-(23*x^2)+20*x = 0

45*cos(x) = 0

9*x^5+16*x^2+16*x+1;8*x^2+4*x+5

-1.125*x-(42.75*y)-11250;31460-46.85*x-(1.125*y)

138100-36.19*x-(23.25*y);10.02*y-23.25*x-232500

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