Math, asked by rashmisehgal, 11 months ago

by selling 36 oranges a vendor suffers a loss equal to the selling price of 4 oranges find his loss percent

Answers

Answered by jyotigurchan
12
If x is the price of 1 orange then, 
Let the selling price (S.P) of 36 oranges be 36x, 
The loss will be 4x, 
Loss percent=loss/cost price x 100 
=loss/(selling price +loss) × 100 
=4x/(36x+4x) × 100 
=4x/40x × 100 
=1/40 × 100 
=10% 
HOPE THIS HELPS
Answered by SparklingThunder
0

 \huge  \purple{ \underline{ \boxed{ \red{ \mathbb{ANSWER : }}}}}

 \red{ \textsf{Loss percentage =  \orange{10 \% }}}

 \huge  \purple{ \underline{ \boxed{ \red{ \mathbb{EXPLANATION : }}}}}

 \red{ \textsf{Let x be the price of an orange . }}

 \green{ \mathbb{ACCORDING \:  TO  \: QUESTION :}}

 \red { \textsf{Cost Price = 36x+4x = 40x}}

 \red{ \textsf{Selling Price=36x}}

  \red{\mathsf{Loss \:  Percentage =  \frac{Cost Price - Selling Price }{Cost Price}  \times 100 }}

\red{\mathsf{Loss \:  Percentage = \frac{4 \cancel{x}}{40 \cancel{x}}  \times 100}}

\red{\mathsf{Loss \:  Percentage = \frac{100}{10} }}

\red{  \colorbox{yellow}{\boxed{\mathsf{Loss \:  Percentage = 10\%}}}}

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