Mister Exam

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Inequation:
4(x-5)>=3/(x+2)
1/3-x/2^2>sqrt(3)
(x^2+3^x-3)^5>(x^2+9^x-3^x)*5
4x−3x**2−9≤0
Identical expressions
(x^ two + three ^x- three)^ five >(x^ two + nine ^x- three ^x)* five
(x squared plus 3 to the power of x minus 3) to the power of 5 greater than (x squared plus 9 to the power of x minus 3 to the power of x) multiply by 5
(x to the power of two plus three to the power of x minus three) to the power of five greater than (x to the power of two plus nine to the power of x minus three to the power of x) multiply by five
(x2+3x-3)5>(x2+9x-3x)*5
x2+3x-35>x2+9x-3x*5
(x²+3^x-3)⁵>(x²+9^x-3^x)*5
(x to the power of 2+3 to the power of x-3) to the power of 5>(x to the power of 2+9 to the power of x-3 to the power of x)*5
(x^2+3^x-3)^5>(x^2+9^x-3^x)5
(x2+3x-3)5>(x2+9x-3x)5
x2+3x-35>x2+9x-3x5
x^2+3^x-3^5>x^2+9^x-3^x5
Similar expressions
(x^2+3^x-3)^5>(x^2-9^x-3^x)*5
(x^2+3^x+3)^5>(x^2+9^x-3^x)*5
(x^2+3^x-3)^5>(x^2+9^x+3^x)*5
(x^2-3^x-3)^5>(x^2+9^x-3^x)*5

(x^2+3^x-3)^5>(x^2+9^x-3^x)*5 inequation

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             5                   
/ 2    x    \    / 2    x    x\  
\x  + 3  - 3/  > \x  + 9  - 3 /*5

$$\left(\left(3^{x} + x^{2}\right) - 3\right)^{5} > 5 \left(- 3^{x} + \left(9^{x} + x^{2}\right)\right)$$

(3^x + x^2 - 3)^5 > 5*(-3^x + 9^x + x^2)

Solving inequality on a graph