Mister Exam

Lang:

How to use it?
Inequation:
(x-1)sqrt(x^2-x-2)>=0
16^x-9<1
(x^2+10*x+25)/((x-5)(x-7))>=0
(x+5)*(x+8)<=0
Identical expressions
f*(- five *x+ two *x two)<= nine *x^2- twenty-two *x
f multiply by ( minus 5 multiply by x plus 2 multiply by x2) less than or equal to 9 multiply by x squared minus 22 multiply by x
f multiply by ( minus five multiply by x plus two multiply by x two) less than or equal to nine multiply by x squared minus twenty minus two multiply by x
f*(-5*x+2*x2)<=9*x2-22*x
f*-5*x+2*x2<=9*x2-22*x
f*(-5*x+2*x2)<=9*x²-22*x
f*(-5*x+2*x2)<=9*x to the power of 2-22*x
f(-5x+2x2)<=9x^2-22x
f(-5x+2x2)<=9x2-22x
f-5x+2x2<=9x2-22x
f-5x+2x2<=9x^2-22x
Similar expressions
f*(5*x+2*x2)<=9*x^2-22*x
f*(-5*x+2*x2)<=9*x^2+22*x
f*(-5*x-2*x2)<=9*x^2-22*x

f(-5x+2x2)<=9x^2-22*x inequation

You have entered [src]

                      2       
f*(-5*x + 2*x2) <= 9*x  - 22*x

$$f \left(- 5 x + 2 x_{2}\right) \leq 9 x^{2} - 22 x$$

f*(-5*x + 2*x2) <= 9*x^2 - 22*x

f*(-5*x+2*x2)<=9*x^2-22*x inequation