Question

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QUESTION:------- A Man Sold Two saares for RS.800 Each.On the first he gains 20% and in the other losses 25% How much does he "GAIN" or "LOSS" In whole Transaction?

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Answer 1

Answer:

Given :

Selling Price (S.P) of two bed sheets = Rs 800

On one saree the man gained 20%

and one other saree the man loss 25%

 

To be found

How much the man gain or lose in the whole transaction

Selling Price (S.P) of one saree = Rs 800

Let Cost Price (C.P) of the saree=Rs 100

Gain = 20% of 100

Therefore,

Selling Price (S.P) = Rs 120

If Selling Price (S.P) is Rs 120, then Cost Price (C.P) = Rs 100

   

 

Selling Price (S.P) of second saree = Rs 800

Let Cost Price (C.P) of the saree= Rs 100

Loss = 25%

Therefore,

Selling Price (S.P) = Rs 75

If Selling Price (S.P) is Rs 75, then Cost Price (C.P) = Rs 100

Now,

Solving the sum using formula,

Total Cost Price (C.P) = Rs (500 + 800) = Rs 1300

Total Selling Price (S.P) = Rs (600 + 600) = Rs 1200

Loss = Rs 1300 - Rs 1200 = Rs 100

Hence,

Loss - Rs 100

Answer 2

Answer:

✏133.33334

Step-by-step explanation:

✏Given :

• Selling Price (S.P) of two bed sheets = Rs 600

• On one bed sheet the man gained= 20%

• and one other bed sheet the man loss =25%

 

✏To be found,

How much the man gain or lose in the whole transaction

✏case -):1

• Selling Price (S.P) of one bedsheet = Rs 800

• Let Cost Price (C.P) of the bed sheet = Rs 100

• Gain = 20% of 100

$\sf\ gain = \frac{20}{100} \times 100 \\ \sf\ rs = 20$

Therefore,

• Selling Price (S.P) = Rs 120

• If Selling Price (S.P) is Rs 120, then Cost Price (C.P) = Rs 100

If selling price(s.p) is Rs= 120

$\sf\ Then \: cost \: price \: (c.p) is \: Rs= \frac{100}{120} \times 800 \\ \sf\boxed{ = 666.666667rs }$

✏cost -)price

• Selling Price (S.P) of second bed sheet = Rs 800

• Let Cost Price (C.P) of the bed sheet = Rs 100

• Loss = 25%

$\sf\ loss = \frac{25}{100} \times 100 = rs \: 25$

Therefore,

• Selling Price (S.P) = Rs 75

• If Selling Price (S.P) is Rs 75, then Cost Price (C.P) = Rs 100

If selling price(s.p) is Rs= 120

$\sf\ Then \: cost \: price \: (c.p) is \: Rs= \frac{100}{75} \times 800 \\ \sf\boxed{ = 1066.66667rs }$

Now,

• Solving the sum using formula,

1. Total Cost Price (C.P) = Rs (666.666667 + 1066.66667) = Rs 1,733.3333

2.Total Selling Price (S.P) = Rs (800 + 800) = Rs 1600

Loss =Rs 1,733.3333 - Rs 1600.00000

= Rs 133.33334