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  • Inequation:
  • log2(1-x)>log2(2x-8)
  • x(x-1/2)(8+x)<0
  • cos3x>=sqrt-2/2
  • (x+-3)/x+1(2x+4)_>0

  • Identical expressions

  • (log(five *y^ two - two *y+ one))/((log(four *y^ two - five *y+ one))^ three)<=((log(seven))/(log(one hundred and twenty-five)))/((log(seven))/(log(five)))
  • ( logarithm of (5 multiply by y squared minus 2 multiply by y plus 1)) divide by (( logarithm of (4 multiply by y squared minus 5 multiply by y plus 1)) cubed ) less than or equal to (( logarithm of (7)) divide by ( logarithm of (125))) divide by (( logarithm of (7)) divide by ( logarithm of (5)))
  • ( logarithm of (five multiply by y to the power of two minus two multiply by y plus one)) divide by (( logarithm of (four multiply by y to the power of two minus five multiply by y plus one)) to the power of three) less than or equal to (( logarithm of (seven)) divide by ( logarithm of (one hundred and twenty minus five))) divide by (( logarithm of (seven)) divide by ( logarithm of (five)))
  • (log(5*y2-2*y+1))/((log(4*y2-5*y+1))3)<=((log(7))/(log(125)))/((log(7))/(log(5)))
  • log5*y2-2*y+1/log4*y2-5*y+13<=log7/log125/log7/log5
  • (log(5*y²-2*y+1))/((log(4*y²-5*y+1))³)<=((log(7))/(log(125)))/((log(7))/(log(5)))
  • (log(5*y to the power of 2-2*y+1))/((log(4*y to the power of 2-5*y+1)) to the power of 3)<=((log(7))/(log(125)))/((log(7))/(log(5)))
  • (log(5y^2-2y+1))/((log(4y^2-5y+1))^3)<=((log(7))/(log(125)))/((log(7))/(log(5)))
  • (log(5y2-2y+1))/((log(4y2-5y+1))3)<=((log(7))/(log(125)))/((log(7))/(log(5)))
  • log5y2-2y+1/log4y2-5y+13<=log7/log125/log7/log5
  • log5y^2-2y+1/log4y^2-5y+1^3<=log7/log125/log7/log5
  • (log(5*y^2-2*y+1)) divide by ((log(4*y^2-5*y+1))^3)<=((log(7)) divide by (log(125))) divide by ((log(7)) divide by (log(5)))

  • Similar expressions

  • (log(5*y^2-2*y-1))/((log(4*y^2-5*y+1))^3)<=((log(7))/(log(125)))/((log(7))/(log(5)))
  • (log(5*y^2-2*y+1))/((log(4*y^2+5*y+1))^3)<=((log(7))/(log(125)))/((log(7))/(log(5)))
  • (log(5*y^2-2*y+1))/((log(4*y^2-5*y-1))^3)<=((log(7))/(log(125)))/((log(7))/(log(5)))
  • (log(5*y^2+2*y+1))/((log(4*y^2-5*y+1))^3)<=((log(7))/(log(125)))/((log(7))/(log(5)))
Solving inequalities/ (log(5*y^2-2*y+1))/((log(4*y^2-5*y+1))^3)<=((log(7))/(log(125)))/((log(7))/(log(5)))

(log(5*y^2-2*y+1))/((log(4*y^2-5*y+1))^3)<=((log(7))/(log(125)))/((log(7))/(log(5))) inequation

A inequation with variable

The solution

You have entered [src] 
                        / log(7) \
   /   2          \     |--------|
log\5*y  - 2*y + 1/     \log(125)/
-------------------- <= ----------
   3/   2          \     /log(7)\ 
log \4*y  - 5*y + 1/     |------| 
                         \log(5)/
$$\frac{\log{\left(\left(5 y^{2} - 2 y\right) + 1 \right)}}{\log{\left(\left(4 y^{2} - 5 y\right) + 1 \right)}^{3}} \leq \frac{\log{\left(7 \right)} \frac{1}{\log{\left(125 \right)}}}{\frac{1}{\log{\left(5 \right)}} \log{\left(7 \right)}}$$ 
log(5*y^2 - 2*y + 1)/log(4*y^2 - 5*y + 1)^3 <= (log(7)/log(125))/((log(7)/log(5)))
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