Question

please anyone solve this question please do this clearly show that the steps me not interfere each other please do it clearly then I will follow the person doing the thing I told above ​

Answer 1

$\Huge\rm\orange{answeR:}$

${}$

$\bf{{\underline{To~solve}}:}$

$\tt{~~~~~~~~~~{\dfrac{x+5}{5}}-{\dfrac{x+3}{2}}=1}$

$\tt\implies{{\dfrac{[2(x+5)~]-[5(x+3)~]}{10}}=1}$

$\tt\implies{{\dfrac{2x+10-(5x+15)}{10}}=1}$

$\tt\implies{{\dfrac{2x+10-5x-15}{10}}=1}$

$\tt\implies{(2x-5x)+(10-15)=10}$

$\tt\implies{-3x-5=10}$

$\tt\implies{-3x=10+5}$

$\tt\implies{-3x=15}$

$\tt\implies{x={\dfrac{15}{-3}}}$

$\tt\implies{x={\orange{\underline{\boxed{\bf -5}}}}}$

Answer 2

Answer:

Hope it help to u plz thank my answer.