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Inequation:
2sqrt(x)<7-|x-10|
(3-x)²>=6(1-b)
x^2-2*x-2*1/x^2-2*x+7*x-19*1/x-3-8*x+1*1/x<=0
(x^2+x+1)^((x-10)/(x-3))<=(x^2+x+1)^3
Identical expressions
sqrt(eight ^(five *x+ three))>sqrt((one / sixteen)^((two *x+ one)/x))
square root of (8 to the power of (5 multiply by x plus 3)) greater than square root of ((1 divide by 16) to the power of ((2 multiply by x plus 1) divide by x))
square root of (eight to the power of (five multiply by x plus three)) greater than square root of ((one divide by sixteen) to the power of ((two multiply by x plus one) divide by x))
√(8^(5*x+3))>√((1/16)^((2*x+1)/x))
sqrt(8(5*x+3))>sqrt((1/16)((2*x+1)/x))
sqrt85*x+3>sqrt1/162*x+1/x
sqrt(8^(5x+3))>sqrt((1/16)^((2x+1)/x))
sqrt(8(5x+3))>sqrt((1/16)((2x+1)/x))
sqrt85x+3>sqrt1/162x+1/x
sqrt8^5x+3>sqrt1/16^2x+1/x
sqrt(8^(5*x+3))>sqrt((1 divide by 16)^((2*x+1) divide by x))
Similar expressions
sqrt(8^(5*x-3))>sqrt((1/16)^((2*x+1)/x))
sqrt(8^(5*x+3))>sqrt((1/16)^((2*x-1)/x))

Solving inequalities/ sqrt(8^(5*x+3))>sqrt((1/16)^((2*x+1)/x))

sqrt(8^(5x+3))>sqrt((1/16)^((2x+1)/x)) inequation

The solution

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                     _______________
                    /   -(2*x + 1)  
   __________      /    ----------- 
  /  5*x + 3      /          x      
\/  8         > \/    16

$$\sqrt{8^{5 x + 3}} > \sqrt{\left(\frac{1}{16}\right)^{\frac{2 x + 1}{x}}}$$

sqrt(8^(5*x + 3)) > sqrt((1/16)^((2*x + 1)/x))

Solving inequality on a graph

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Identical expressions

Similar expressions

sqrt(8^(5*x+3))>sqrt((1/16)^((2*x+1)/x)) inequation

The solution

sqrt(8^(5x+3))>sqrt((1/16)^((2x+1)/x)) inequation