Question

the ratio three numbers are 2:3:5. if $5500 is being shared,what is the middle share?​

Answer 1

Answer:

$1650

Explanation:

ratio:2:3:5

let these be 2x, 3x and 5x

so, 2x+3x+5x=$5500

10x=$5500

x=$5500/10

x=$550

so middle share is 3x

3x=$550 x 3

middle share=$1650

hope it helps

plz mark brainliest

Answer 2

${\bf \underline{ \underline{\maltese\: \: Given} }}$

$\sf \implies The \: ratio \: of \: three \: numbers \: are \: 2:3:5$

$\sf \implies Total \: amount \: which \: is \: being \: shared = Rs. \: 5500$

${\bf \underline{ \underline{\maltese\: \: To \: find} }}$

$\sf \implies Middle \: share = \: ?$

${\bf { \underline{\underline{\maltese\: \: Solution }} }}$

$\bigstar \: \: { \underline{ \sf Let \: us \: assume \: that, }}$

$\sf \implies Ratio \: of \: first \: number \: be \: 2x$

$\sf \implies Ratio \: of \: second \: number \: be \: 3x$

$\sf \implies Ratio \: of \: third \: number \: be \: 5x$

$\bigstar \: \: { \underline{ \sf According \: to \: question, }}$

$\sf \implies2x + 3x + 5x = 5500$

$\sf \implies10x = 5500$

$\sf \implies x = \dfrac{5500}{10}$

$\sf \implies x = 550$

$\small \bf{Now},$

$\bigstar \: \: { \underline{ \sf Amount \: which \: is \: being \: shared : }}$

$\sf \implies First \: number \: (2x) = 2 \times 550 = Rs. \: 1100$

$\sf \implies Second \: number \: (3x) = 3 \times 550 = Rs. \: 1650$

$\sf \implies Third \: number \: (5x) = 5 \times 550 = Rs. \: 2750$

$\small \bf{So},$

$\sf \implies \underline{\boxed{\sf Middle \: share \: (3x) = 3 \times 550 = Rs. \: 1650} }$