Math, asked by jhanavi19, 3 months ago

A CD player and TV were bought for Rs.8000 each. The shop keeper made a loss of 5% on CD player and profit of 8% on TV. Find the Net profit or loss percentage on the whole transaction.​

Answers

Answered by Anonymous
13

 \bf {The  \: price \:  at  \: which \:  a  \: buyer  \: purchases}  \\ \bf { \: an \:  article \:  is  \: called \:  the \:  cost  \: price  \: (CP)} \\ \bf {of  \: the  \: article  \: for \:  the \:  buyer} \bf {The  \: price  \: at  \: which  \: a \:  seller \:  sells}  \\  \bf{ \:  an \:  article \:  is \:  called  \: the \:  selling  \: price \:  (SP)} \\ \bf{ \:  of  \: the  \: article \:  for \:  the  \: seller}

 \bf{When  \: the \:  selling  \: price \:  is  \: more} \\  \bf{\:  than \:  the  \: cost  \: price \:  of \:  an  \: article } \\  \bf{ \: then \:  there \:  is  \: a \:  profit  \: or  \: gain.}

 \bf{S.P &gt; C.P} \\  \bf{Profit= S.P – C.P}  \\ \bf{Profit \%= ( \frac{profit}{C.P})×100} \\ \bf{Profit \:  and \:  loss \:  are \:  calculated} \\ \bf{  \: on  \: a  \: certain \:  percent  \: of \:  the \:  C.P.}</p><p>

 \huge  \purple{\mathcal{Solution:}} \\  \bf{Given: }\\  : \implies \bf{Cost \:  price \: (CP) \:  of  \: each \:  article=₹800.} \\  : \implies \bf{Profit \:  of \:  8 \%  \: on  \: TV} \\ : \implies \bf{Loss  \: of \:  4 \% \:  on \:  VCR } \\  : \implies \bf{C.P  \: of \:  TV= ₹8000}

\bf{ : \implies \: Profit \:  on \:   TV = Cost  \: price × profit  \:  \%} \\ \bf{ :\implies \: Profit \:  on \:  TV  = 8 \% \: of \:  8000} \\\bf{ : \implies \: 8000 ×( \frac{8}{100})}=80×8= ₹640

 \bf{  : \implies \:CP \:  of \:  VCR= ₹8000}\\  \bf{  : \implies  \: Loss \:  on \:  VCR = Cost  \: price × Loss  \%} \\  \bf{  : \implies \: Loss \:  on  \: VCR= 4 \%  \: of  \: 8000} \\ \bf{  : \implies8000 ×( \frac{4}{100})} \\ \bf{  : \implies 80× 4} \\ \bf{   : \implies ₹320}

 \bf{Since  \: profit \:   is  \: more \:  than  \: loss,} \\  \bf{Hence, \:  the  \: shopkeeper  \: gains  \: net \:  profit} \\  \bf{Net  \: Profit= 640 -320= 320}

 \bf{Now}  \\ \bf{  :\implies Total  \: cost  \: Price \:  of  \: both \:  article= 8000+ 8000 =₹16000 } \\ :  \implies \bf{Profit  \%= ( \frac{profit}{C.P})×100} \\  :  \implies  \bf{ \: Profit   \: \%} \:\bf{( \frac{320}{16000}) ×100 \: Profit \% } \\   :\implies \bf{ \frac{32}{16}} \\ \red{:}\red \implies \bf \red{Profit  \%=2 \%}

 \bold{ \therefore \: the  \: gain  \: in \:  the \:  whole  \: transaction = 2\%.}

Answered by nahakswapnil311
10

Answer:

Sorry dont know maaf kro

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