Mister Exam

Lang:

How to use it?
Inequation:
x>=(25-9(1-x))/1-x
(x^2—16)*log0.5(x)>=0
-16/(x^2+2)-5>0
5-3(a-2)<5
Canonical form:
=0
Identical expressions
(x^ two — sixteen)*log zero . five (x)>=0
(x squared —16) multiply by logarithm of 0.5(x) greater than or equal to 0
(x to the power of two — sixteen) multiply by logarithm of zero . five (x) greater than or equal to 0
(x2—16)*log0.5(x)>=0
x2—16*log0.5x>=0
(x²—16)*log0.5(x)>=0
(x to the power of 2—16)*log0.5(x)>=0
(x^2—16)log0.5(x)>=0
(x2—16)log0.5(x)>=0
x2—16log0.5x>=0
x^2—16log0.5x>=0
(x^2—16)*log0.5(x)>=O

(x^2—16)*log0.5(x)>=0 inequation

You have entered [src]

/ 2     \                  
\x  - 16/*log(0.0)*5*x >= 0

$$x 5 \left(x^{2} - 16\right) \log{\left(0.0 \right)} \geq 0$$

x*(5*((x^2 - 16)*log(0.0))) >= 0