Math, asked by Anonymous, 1 year ago

35% of goods were sold at a profit of 65%, while the remaining were sold at x% loss. if the overall loss 12% then what it the value of x?

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Answers

Answered by efimia
1

Answer:

x=7.3%

Step-by-step explanation:

Let total number of goods be P.

Let the cost price of each article be Y

35% of goods are sold at 65% profit. herefore total money raised=0.35P×1.65Y

Total cost price of all goods=PY.

Remaining goods are sold at x%loss.

Therefore total money raised=0.65P×((100-x) /100) Y

Total selling price of all the goods=(0.65P×((100-x) /100) Y) +(0.35P×1.65Y)

Now as per question,

PY-(0.65P×((100-x) /100) Y) +(0.35P×1.65Y)=0.88PY.

1-(0.65×(100-x) /100) +0.5775=0.88

(0.65×(100-x) /100)=0.6975

0.65(100-x) =69.75

(100-x) =69.75/0.65

100-x=107.3

x=-7.3

Therefore x=7.3%

Answered by anup2kumargk
0

Answer:

let the price of goods =100rs/kg

quantity of goods =100kg

total expenses= 100*100=10000

35% of goods=100*35/100=35

65%of goods= 100*65/100=65

35*100=3500

65*100=6500

3500*165/100+6500*(100-x)/100=10000*88/100

solving get x= 53.46=53.5

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