Math, asked by punit2343, 1 year ago

Oranges are bought at the rate of Rs 15 per dozen and sold at the rate of Rs 20 per dozen. find the gain percent.


namanpatel18: Cp= 15 Rs
Sp=20 Rs
P= 5 Rs
P% = p/cp x 100
= 5/15 x 100
= 33.3%

Answers

Answered by Anonymous
76

HEY THERE!!!



Question;-



Oranges are bought at the rate of Rs 15 per dozen and sold at the rate of Rs 20 per dozen. find the gain percent?



Method of Solution;-



The solution to your question is given as,



1 dozen = 12 pieces



So, cost price of 1 dozen of Oranges = Rs 15



So, cost price, C.P. of 1 Oranges = Rs 15 ÷  12 = Rs 1.25



It is given that the selling price of 12 Oranges = Rs 20



So, selling price, S.P. of 1 Oranges = Rs 20 ÷12 = Rs 1.66



It is seen that, C.P. of 1 banana < S.P. of 1 Oranges.



∴Profit obtained on selling 1 Oranges = S.P. — C.P. = Rs 1.66— Rs 1.25 = Re 0.41



Now,



‎‎Using Formula of Profit%



 \implies \: \frac{0.41}{1.25} \times 100 \\ \\ \\ \implies \: \frac{41}{1.25} = 32.8\%



Hence,



Oranges are bought at the rate of Rs 15 per dozen and sold at the rate of Rs 20 per dozen is 32.8%.


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Answered by ans81
77
HEY MATE HERE IS YOUR ANSWER

 \rule {168} {2}

We know that,

1 dozen = 12


 \rule {168} {2}

C. P {cost price} of Oranges = 15 ₹


To find C. P of 1 orange we should ➗ 15 by 12

 =  &gt;  \:  \frac{15}{12}

C. P of 1 orange = ₹ 1.25


Also given that,

S. P of Oranges :- ₹ 20

S. P of 1 orange :-

Same thing as do in last ➗ 20/12

 =  &gt;  \frac{20}{12}  =

➡️ ₹ 1.66

We see that Profit is obtained.

Profit = 1.66 - 1.25 = ₹ 0.41

Profit :- ₹ 0.41

 \rule {168} {2}

We know that,


 =  &gt;  \frac{0.41}{1.25}   \times 100


➡️ 32.8 %

 \huge {HENCE,}

Oranges are bought at the rate of ₹15 per dozen and sold at the rate ₹ 20 per dozen is 32. 8 %.

 \rule {168} {2}

Hope it will help you

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