Mister Exam

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Inequation:
xy>-4
(log(x^2+9)/log(3))*log((4/5))*(3*x)/(x+2)-log((4/5))*(6-x)<=0
(2^2-x)>2c-3
1-x>3-2*x
Identical expressions
eight - four *t< four - six *t
8 minus 4 multiply by t less than 4 minus 6 multiply by t
eight minus four multiply by t less than four minus six multiply by t
8-4t<4-6t
Similar expressions
8-4*t<4+6*t
8+4*t<4-6*t
8-4t<2-6t

Solving inequalities/ 8-4*t<4-6*t

8-4t<4-6t inequation

The solution

You have entered [src]

8 - 4*t < 4 - 6*t

$$8 - 4 t < 4 - 6 t$$

8 - 4*t < 4 - 6*t

Solving inequality on a graph

Rapid solution [src]

And(-oo < t, t < -2)

$$-\infty < t \wedge t < -2$$

(-oo < t)∧(t < -2)

Rapid solution 2 [src]

(-oo, -2)

$$t\ in\ \left(-\infty, -2\right)$$

t in Interval.open(-oo, -2)