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  • Inequation:
  • (x+3)^2>(x−23)^2
  • (x+2)/5>=2*x/4
  • x^2-2x+12>0
  • (2^-x)<1/4

  • Identical expressions

  • root(three , eight ^(5x- three))<=sqrt((one / sixteen)^((2x- one)/x))
  • root(3,8 to the power of (5x minus 3)) less than or equal to square root of ((1 divide by 16) to the power of ((2x minus 1) divide by x))
  • root(three , eight to the power of (5x minus three)) less than or equal to square root of ((one divide by sixteen) to the power of ((2x minus one) divide by x))
  • root(3,8^(5x-3))<=√((1/16)^((2x-1)/x))
  • root(3,8(5x-3))<=sqrt((1/16)((2x-1)/x))
  • root3,85x-3<=sqrt1/162x-1/x
  • root3,8^5x-3<=sqrt1/16^2x-1/x
  • root(3,8^(5x-3))<=sqrt((1 divide by 16)^((2x-1) divide by x))

  • Similar expressions

  • root(3,8^(5x-3))<=sqrt((1/16)^((2x+1)/x))
  • root(3,8^(5x+3))<=sqrt((1/16)^((2x-1)/x))
Solving inequalities/ root(3,8^(5x-3))<=sqrt((1/16)^((2x-1)/x))

root(3,8^(5x-3))<=sqrt((1/16)^((2x-1)/x)) inequation

A inequation with variable

The solution

You have entered [src] 
                         _______________
                        /   -(2*x - 1)  
   _____________       /    ----------- 
  /     5*x - 3       /          x      
\/  19/5         <= \/    16
$$\sqrt{\left(\frac{19}{5}\right)^{5 x - 3}} \leq \sqrt{\left(\frac{1}{16}\right)^{\frac{2 x - 1}{x}}}$$ 
sqrt((19/5)^(5*x - 3)) <= sqrt((1/16)^((2*x - 1)/x))
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