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प्रश्न
Vaidegi sold two sarees for ₹ 2200 each. On one she gains 10% and on the other she loses 12%. Find her total gain or loss percentage in the sale of the sarees
उत्तर
Saree 1 :
The selling price is ₹ 2200, let cost price be C.P1, gain is 10%. We need to find C.P1
Using the formula
S.P = `"C.P"_1(1 + ("gain"%)/10)` and substituting the values
2200 = `"C.P"_1(1 + 10/100)`
∴ C.P1 = `2200 xx 100/110`
= 2000
Saree 2 :
The selling price is 2200, let cost price be CP2, loss is given as 12%. We need to find CP2
using the formula as before,
S.P = `"C.P"_2 (1 - ("loss"%)/100)` and substituting the values
2200 = `"C.P"_2 (1 - 12/100)`
= `"C.P"_2 xx ((100 - 12)/100)`
= `"C.P"_2 xx 88/100`
∴ C.P2 = `(2200 xx 100)/88`
= 2500
∴ Cost price of both together is C.P1 + C.P2
= 2000 + 2500 = 4500 ...(1)
Selling price of both together is 2 × 2200 = 4400 ...(2)
Since net selling price is less than net cost price, there is a loss.
Loss % = `"loss"/"cost price" xx 100`
Loss = Net cost price – Net selling price
(1) – (2) = 4500 – 4400 = 100
∴ loss % = `100/4500 xx 100`
= `100/45`
= `20/9`
= `2 2/9%`
= `2 2/9%` loss
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Find the unknowns x, y and z.
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Book | ₹ 225 | x | 8% |
A fruit vendor bought some mangoes of which 10% were rotten. He sold `33 1/3%` of the rest. Find the total number of mangoes bought by him initially, if he still has 240 mangoes with him
Fill up the appropriate boxes in the following table
SI. No | C.P. in ₹ |
S.P. in ₹ |
Profit in ₹ |
Loss in ₹ |
(i) | 100 | 120 | ||
(ii) | 110 | 120 | ||
(iii) | 120 | 20 | ||
(iv) | 100 | 90 | ||
(v) | 120 | 25 |
Fill up the appropriate boxes in the following table.
SI. No | C.P. in ₹ |
M.P. in ₹ |
S.P. in ₹ |
Discount in ₹ |
Profit in ₹ |
Loss in ₹ |
(i) | 110 | 130 | Nil | |||
(ii) | 110 | 130 | 10 | |||
(iii) | 110 | 130 | 30 | |||
(iv) | 110 | 120 | Nil | 10 | ||
(v) | 120 | 10 | 20 | Nil |