Question

There are 1000 marbles ,2000 marbles,3000 marbles,4000 marbles in four boxes, respectively.The average number of marbles in each box

Answer 1

$\green{Given} : No. \: of \: marbles \: in \: each \: box \: = \: 1000, \: 2000, \: 3000 \: and \: 4000 \: respectively$

$\green{To \:find :} The \: average \: no \: of \: marble \: in \: each \: box. </p><p>$

$\large\purple{Solution : - }$

$\large{The \: total \: number \: of \: marble \: = }</p><p>$

${1000 + 2000 + 3000 + 4000 }$

$\implies \: 10000$

$\red{\underline { \underline\red{Now}}}$

$\underline{To \: find \: the \: average \: number \: of } \\ \underline{marbel \: in \: each \: box \: we \: can \: use \: the \: formula }$

$\large \boxed{\boxed{ \orange{Average} \: = \: \dfrac{ \red{sum \: of \: number \: }}{ \red{n} }}}$

$\implies \: averge \: = \dfrac{ \cancel{1000}}{ \cancel{4} }$

$\boxed{ \boxed{ \large{\implies \: 2500}}}$

$\therefore \: the \: average \: no \: of \: marbel \: in \: each \: box \: \: are \: 2500$