Question

A purse has only one rupee and two rupee coins in it. The number of two rupee coins is One-third the numbers of one-rupee coins. If the purse has Rs.115, find number of two rupee coins.​

Answer 1

$\huge\bf{\blue{\underline{☯Question:-}}}$

• A purse has only one rupee and two rupee coins in it. The number of two rupee coins is One-third the numbers of one-rupee coins. If the purse has Rs.115, find number of two rupee coins.

$\huge\mathcal{\fcolorbox{lime}{black}{\blue{☯AnsweR:-}}}$

$\boxed{\sf{\pink{★There\: are\: 23 \: two\: rupee\: coins\: in\: the\: purse.}}}$

$\huge\mathcal{\fcolorbox{lime}{black}{\blue{☯Solution:-}}}$

$\boxed{\large{\bf{\blue{★Let\: the \:number\: of\: one \:rupee \:coins\: be\: 3x.}}}}$

$\boxed{\large{\bf{\blue{★So,\: the\: number \:of \:two\: rupee\: coins\: be\: x.}}}}$

$\boxed{\large{\bf{\blue{★Now,\: value \:of \:3x \:one\: rupee \:coins\: Rs. 1\times{3x}= Rs 3x\: and}}}}$

$\boxed{\large{\bf{\blue{★value \:of \: two\: rupee\: coins\: = \:Rs.2\times{x}= Rs. 2x}}}}$

$\boxed{\large{\bf{\blue{★Given,\: value\: of \:coins \: Rs.\:=\:115}}}}$

$\sf\red{=3x+2x=115}$

$\sf\red{=5x=115}$

$\sf\red{=x= \cancel\frac{115}{5}}$

$\sf\red{=x=23}$

$\large\bf{\green{★Hence,\: there\: are\: 23 \: two\: rupee \:coins \:in \:the\: purse.}}$

$\huge\colorbox{orange}{★⟆αʍεεʀ࿐ ❤}$

$\huge{ \fcolorbox{red}{springgreen} {\huge{\fcolorbox{red}{red} {\huge{\fcolorbox{red}{blue}{\huge{\fcolorbox{red}{aqua}{\huge{\fcolorbox{red}{orange}{\large{\fcolorbox{blue}{red}{{\fcolorbox{orange}{aqua}{Mark \: as \: Brainliest! }}}}}}}}}}}}}}$

Answer 2

$\huge\bf{\blue{\underline{Question:-}}}$

• A purse has only one rupee and two rupee coins in it. The number of two rupee coins is One-third the numbers of one-rupee coins. If the purse has Rs.115, find number of two rupee coins.

$\huge\mathcal{\fcolorbox{lime}{black}{\blue{AnsweR:-}}}$

$\boxed{\sf{\pink{There\: are\: 23 \: two\: rupee\: coins\: in\: the\: purse.}}}$

$\huge\mathcal{\fcolorbox{lime}{black}{\blue{Solution:-}}}$

$\large\bf{\blue{Let the number of one rupee coins be 3x}}$

$\large\bf{\blue{So, the number of two rupee coins be x}}$

$\large\bf{\blue{Now, value of 3x one rupee coins Rs. 1\times{3x}= Rs 3x and}}$

$\large\bf{\blue{value of two rupee coins = Rs.2\times{x}= Rs. 2x}}$

$\large\bf{\blue{Given, value of coins Rs.=115}}$

$\sf\red{=3x+2x=115$

$\sf\red{=5x=115$

$\sf\red{=x= \cancel\frac{115}{5}}$

$\sf\red{=x=23$

$\large\bf{\green{Hence, there are 23 two rupee coins in the purse.}}$

$\huge\colorbox{orange}{⟆αʍεεʀ࿐ ❤}$

$\huge{ \fcolorbox{red}{springgreen} {\huge{\fcolorbox{red}{red} {\huge{\fcolorbox{red}{blue}{\huge{\fcolorbox{red}{aqua}{\huge{\fcolorbox{red}{orange}{\large{\fcolorbox{blue}{red}{{\fcolorbox{orange}{aqua}{Mark \: as \: Brainliest! }}}}}}}}}}}}}}$