Question

please please please please answer​

Answer 1

$\huge\tt{\red{GIVEN:}}$

★$5(x-1) < 2x +1$

★ $\epsilon \:W$

★W represent set of whole numbers

$\huge\tt{\red{TO\:\:FIND}}$

★We have to solve the given inequality & find the solution set.

$\huge\tt{\red{ANSWER:}}$

We have,

=>$5(x-1) < 2x +1$

=>$5x - 5 < 2x + 1$

=>$5x -2x<1+5$

=>$3x < 6$

=>$x < \dfrac{6}{2}$

.°. $x < 3$

Therefore x can satisfy all values less than 3 .

$x \epsilon(-∞,3)$

But it is written that x belongs to whole numbers.

.°. $x\epsilon(0,3)$

$\huge\orange{\boxed{ x\epsilon(0,3)}}$