Solution of inequality 4x-3-5x-7 is -4- infty-TrueFalse

Question

Toppr Admin · Accepted Answer

4x-3-lt-5x-74x-3-x2212-7-lt-5x-7-x2212-74x-x2212-4-lt-5x4x-x2212-4-x2212-4x-lt-5x-x2212-4x-x2212-4-lt-xThus- the solution set of the given inequality is -x2212-4-x221E-

Solution set of inequality $4 x + 3 < 5 x + 7$ is $(- 4, \infty)$ .
True
False

$4 x + 3 < 5 x + 7$
$4 x + 3 - 7 < 5 x + 7 - 7$
$4 x - 4 < 5 x$
$4 x - 4 - 4 x < 5 x - 4 x$
$- 4 < x$
Thus, the solution set of the given inequality is $(- 4, \infty)$ .

Solution set of inequality 4x+3<5x+7 is (−4,∞).TrueFalse

4x+3<5x+74x+3−7<5x+7−74x−4<5x4x−4−4x<5x−4x−4<xThus, the solution set of the given inequality is (−4,∞).

Solution set of inequality $4 x + 3 < 5 x + 7$ is $(- 4, \infty)$ .
True
False

$4 x + 3 < 5 x + 7$
$4 x + 3 - 7 < 5 x + 7 - 7$
$4 x - 4 < 5 x$
$4 x - 4 - 4 x < 5 x - 4 x$
$- 4 < x$
Thus, the solution set of the given inequality is $(- 4, \infty)$ .