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Inequation:
(x+10)*1/2>x-2
(1/2)^(2x+1)<4
-6×>12
(x^2+1)/(x^2-1)<=o
Identical expressions
((sqrt(seventeen)- four)^sqrt(x+ three))*((sqrt(seventeen)+ four)^x+ one)> one
(( square root of (17) minus 4) to the power of square root of (x plus 3)) multiply by (( square root of (17) plus 4) to the power of x plus 1) greater than 1
(( square root of (seventeen) minus four) to the power of square root of (x plus three)) multiply by (( square root of (seventeen) plus four) to the power of x plus one) greater than one
((√(17)-4)^√(x+3))*((√(17)+4)^x+1)>1
((sqrt(17)-4)sqrt(x+3))*((sqrt(17)+4)x+1)>1
sqrt17-4sqrtx+3*sqrt17+4x+1>1
((sqrt(17)-4)^sqrt(x+3))((sqrt(17)+4)^x+1)>1
((sqrt(17)-4)sqrt(x+3))((sqrt(17)+4)x+1)>1
sqrt17-4sqrtx+3sqrt17+4x+1>1
sqrt17-4^sqrtx+3sqrt17+4^x+1>1
Similar expressions
((sqrt(17)+4)^sqrt(x+3))*((sqrt(17)+4)^x+1)>1
((sqrt(17)-4)^sqrt(x+3))*((sqrt(17)-4)^x+1)>1
((sqrt(17)-4)^sqrt(x+3))*((sqrt(17)+4)^x-1)>1
((sqrt(17)-4)^sqrt(x-3))*((sqrt(17)+4)^x+1)>1

Solving inequalities/ ((sqrt(17)-4)^sqrt(x+3))*((sqrt(17)+4)^x+1)>1

((sqrt(17)-4)^sqrt(x+3))*((sqrt(17)+4)^x+1)>1 inequation

The solution

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              _______                        
            \/ x + 3  /            x    \    
/  ____    \          |/  ____    \     |    
\\/ 17  - 4/         *\\\/ 17  + 4/  + 1/ > 1

$$\left(-4 + \sqrt{17}\right)^{\sqrt{x + 3}} \left(\left(4 + \sqrt{17}\right)^{x} + 1\right) > 1$$

(-4 + sqrt(17))^(sqrt(x + 3))*((4 + sqrt(17))^x + 1) > 1

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Identical expressions

Similar expressions

((sqrt(17)-4)^sqrt(x+3))*((sqrt(17)+4)^x+1)>1 inequation

The solution