Advertisements
Advertisements
Question
Match the entries in Column I with the appropriate entries in Column II:
| Column I | Column II |
| (i) 3:5 | (A) ₹ 54 |
| (ii) 2.5 | (B) ₹ 47 |
| (iii) 100% | (C) ₹ 53 |
| (iv) `2/3` | (D) ₹ 160 |
| (v) `6 1/4%` | (E) 60% |
| (vi) 12.5% | (F) 25% |
| (vii) SP when CP = ₹ 50 and loss = 6 % | (G) `1/16` |
| (viii) SP when CP = ₹ 50 and profit = ₹ 4 | (H) 250% |
| (ix) Profit% when CP = ₹ 40 and SP = ₹ 50 | (I) ₹ 159 |
| (x) Profit% when CP = ₹ 50 and SP = ₹ 60 | (J) `66 2/3%` |
| (xi) Interest when principal = ₹ 800, Rate of interest = 10% per annum nd period = 2 years |
(K) 20% |
| (xii) Amount when principal = ₹ 150, Rate of interest = 6% per annum and period = 1 year |
(L) 0.125 |
| (M) 3:2 | |
| (N) ₹ 164 | |
| (O) 3:3 |
Solution
| Column I | Column II |
| (i) 3:5 | (E) 60% |
| (ii) 2.5 | (H) 250% |
| (iii) 100% | (O) 3:3 |
| (iv) `2/3` | (J) `66 2/3%` |
| (v) `6 1/4%` | (G) `1/16` |
| (vi) 12.5% | (L) 0.125 |
| (vii) SP when CP = ₹ 50 and loss = 6 % | (B) ₹ 47 |
| (viii) SP when CP = ₹ 50 and profit = ₹ 4 | (A) ₹ 54 |
| (ix) Profit% when CP = ₹ 40 and SP = ₹ 50 | (F) 25% |
| (x) Profit% when CP = ₹ 50 and SP = ₹ 60 | (K) 20% |
| (xi) Interest when principal = ₹ 800, Rate of interest = 10% per annum nd period = 2 years |
(D) ₹ 160 |
| (xii) Amount when principal = ₹ 150, Rate of interest = 6% per annum and period = 1 year |
(I) ₹ 159 |
Explanation:
(i) 3:5 i.e. `3/5 = 3/5 xx 100/100 = 300/5%` = 60%
(ii) 2.5 = `25/10 xx 100/100 = 2500/10%` = 250%
(iii) 100% = `100/100 = 1 = 1 xx 3/3 = 3/3` i.e. 3:3
(iv) `2/3 = 2/3 xx 100/100 = 200/3% = 66 2/3%`
(v) `6 1/4% = 25/4% = 25/4 xx 1/100 = 1/16`
(vi) 12.5% = `12.5/100` = 0.125
(vii) C.P. = ₹ 50, Loss = 6%
∴ S.P. = `((100 - 6)/100) xx 50`
= `(94 xx 50)/100`
= ₹ 47
(viii) C.P. = ₹ 50, profit = ₹ 4
∴ S.P. = ₹ (50 + 4) = ₹ 54
(ix) C.P. = ₹ 40, S.P. = ₹ 50
∴ Profit% = `((50 - 40)/40) xx 100`
= `10/40 xx 100`
= 25%
(x) C.P. = ₹ 50, S.P. = ₹ 60
∴ Profit % = `((60 - 50)/40) xx 100`
= `10/50 xx 100`
= 20%
(xi) Principal = ₹ 800, Rate = 10% p.a., Time = 2 years
∴ Interest = `(P xx R xx T)/100`
= `(800 xx 10 xx 2)/100`
= ₹ 160
(xii) Principal = ₹ 150, Rate = 6% p.a., Time = 1 year
Interest = `(150 xx 6 xx 1)/100` = ₹ 9
∴ Amount = ₹ (150 + 9) = ₹ 159
APPEARS IN
RELATED QUESTIONS
Rekha bought a saree for Rs 1240 and sold it for Rs 1147. Find her loss and loss percent.
Shikha purchased a car with a marked price of RS 210000 at a discount of 5%. If VAT is charged at the rate of 10%, find the amount Shikha had paid for purchasing the car.
The cost price and selling price are given in the following table. Find out whether there was a profit or a loss and how much it was.
| Cost Price (in Rs.) |
Selling Price (in Rs) |
Profit or Loss | How much? |
| 4500 | 5000 |
Sharad bought one quintal of onions for Rs 2000. Later he sold them all at the rate of Rs 18 per kg. Did he make a profit or incurs a loss? How much was it?
Harbhajan Singh bought 500 kg of rice for 22000 rupees and sold it all at the rate of Rs. 48 per kg. How much profit did he make?
Sambhajirao bought a machine from a factory for Rs. 80000. He paid the octroi tax of Rs. 1600 and spent Rs. 800 on transport besides Rs. 300 on porterage. He sold the machine for one lakh rupees. How much was his profit?
By selling a speaker for ₹ 768, a man loses 20%. In order to gain 20%, how much should he sell the speaker?
Valarmathi sold her pearl set for ₹ 30,000 at profit of ₹ 5000. Find the cost price of the pearl set
In case of loss, `C.P. = (100 xx S.P.)/(100 + Loss%)`
In an entertainment programme, 250 tickets of ₹ 400 and 500 tickets of ₹ 100 were sold. If the entertainment tax is 40% on ticket of ₹ 400 and 20% on ticket of ₹ 100, find how much entertainment tax was collected from the programme.
