Question

☆☆HAPPY INDEPENDENCE DAY ☆☆


HERE'S YOUR QUESTION


SEE THE ATTACHMENT ​

Answer 1

$\small{\underline{\rm{\red{Let,\:the\: present\: age\: of \:Raju\: be\: x\:}}}}$

$\small{\underline{\rm{\red{And\: present\: age\: of\: Peter\: be\: y\:}}}}$

$\small\bold{Then,}$

$\small\bold{According\: to\: the\: quastion\:}$

$\small{\underline{\rm{\red{5 years\: ago\: Raju\: was\: twice\: as old\: as Peter\:}}}}$

$\bold{So, x-5 = 2(y-5)}[/tex)</p><p></p><p>[tex]\bold{x-5 = 2y - 10}$

$\bold{x - 2y = - 5 …(1)}$

$\small{\underline{\rm{\red{now, \:5 years\: later\:}}}}$

$\small{\underline{\rm{\red{Raju\: age \:will\: be\: 5\: years\: more\: than\: peter\:}}}}$

$\bold{So, x+5 = (y+5) +5}$

$\bold{x+5 = y + 10}$

$\bold{x - y = 5 …(2)}$

$\small\bold{Now,\: solving\: equation (1) \:and (2)\:}$

$\bold{x - 2y = - 5 and}$

$\bold{x - y = 5, we get}$

$\bold{y = 10 and x = 15}$

☮$\small\bold{present age of Raju = 15}$

☮$\small\bold{present age of peter = 10}$

${\small{\boxed{\underline{\mid{\red{x= 15, y= 10}}}}}}$

Answer 2

Ye dekho

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