Question

-4/3x-7>0и |х-3|<-1

Answer 1

Второе уравнение не имеет решений значит система не решаема

Answer 2

The given inequalities are:

-4/3x - 7 > 0 and |x - 3| < -1

However, the second inequality is not possible as the absolute value of any real number is always non-negative. Therefore, there is no solution to the given set of inequalities.

If we assume that the second inequality was meant to be |x - 3| > -1, then we can proceed to solve the system of inequalities as follows:

-4/3x - 7 > 0 (multiply both sides by -3/4 and reverse inequality) x + 21/4 < 0 (add 21/4 to both sides) x < -21/4

and

|x - 3| > -1 (since absolute value is always non-negative, this inequality is always true)

Therefore, the solution to the system of inequalities is:

x < -21/4