Respuesta :

To solve this inequation you just need to isolate x ( put x in one side of the equation and its value in the other )

3 + 2/5x >= 17 - x

Subtract 3 in both sides of the equation to send 3 to the right side :

3 - 3 + 2/5x >= 17 - 3 - x
2/5x >= 14 - x

Add x in both sides of the equation to shift -x to the left side :
2/5 x + x >= 14
7/5x >= 14

Multiply both sides by 5 to send the /5 to the other side :
7/5x × 5 >= 14 × 5
7x >= 70

Divide both side by 7 to isolate x :
7/7x >= 70/7
x >= 70/7
x >= 10
Distribute into the parentheses 

5 (3) + 5 (2x/5) > (17 - x) 5

15 + 10x/5 > 85 - 5x

15 + 2x > 85 - 5x

7x  + 15 > 85
 
7x > 70 

x > 70/7

x > 10

Good luck :)
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