If Cost Price = Rs. 873 and Selling Price = Rs. 1042, what is the profit amount?
-
A.
129
-
B.
149
-
C.
189
-
D.
169
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1042 - 873 = 169.
A product costs Rs. 1220 and is sold at 10% profit. Find the selling price.
-
A.
1344
-
B.
1339
-
C.
1340
-
D.
1342
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+10)/100 = 1220 x 110/100 = 1342.
If Cost Price = Rs. 1118 and Selling Price = Rs. 1519, what is the profit amount?
-
A.
421
-
B.
401
✓
-
C.
361
-
D.
381
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1519 - 1118 = 401.
A product costs Rs. 480 and is sold at 10% profit. Find the selling price.
-
A.
528
✓
-
B.
530
-
C.
526
-
D.
525
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+10)/100 = 480 x 110/100 = 528.
An item is sold for Rs. 782 at a loss of 15%. Find its cost price.
-
A.
860
-
B.
830
-
C.
980
-
D.
920
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100-15)/100. So CP = SP x 100/(100-15) = 920.
A product costs Rs. 1080 and is sold at 25% profit. Find the selling price.
-
A.
1347
-
B.
1348
-
C.
1352
-
D.
1350
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+25)/100 = 1080 x 125/100 = 1350.
An item is sold for Rs. 374 at a loss of 15%. Find its cost price.
-
A.
380
-
B.
440
✓
-
C.
350
-
D.
500
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100-15)/100. So CP = SP x 100/(100-15) = 440.
A product costs Rs. 380 and is sold at 15% profit. Find the selling price.
-
A.
435
-
B.
439
-
C.
437
✓
-
D.
434
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+15)/100 = 380 x 115/100 = 437.
If Cost Price = Rs. 934 and Selling Price = Rs. 1406, what is the profit amount?
-
A.
452
-
B.
472
✓
-
C.
432
-
D.
492
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1406 - 934 = 472.
A product costs Rs. 1100 and is sold at 10% profit. Find the selling price.
-
A.
1207
-
B.
1212
-
C.
1208
-
D.
1210
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+10)/100 = 1100 x 110/100 = 1210.
If Cost Price = Rs. 1321 and Selling Price = Rs. 1619, what is the profit amount?
-
A.
318
-
B.
278
-
C.
258
-
D.
298
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1619 - 1321 = 298.
A product costs Rs. 880 and is sold at 5% profit. Find the selling price.
-
A.
922
-
B.
924
✓
-
C.
926
-
D.
921
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+5)/100 = 880 x 105/100 = 924.
If Cost Price = Rs. 1399 and Selling Price = Rs. 1509, what is the profit amount?
-
A.
130
-
B.
90
-
C.
70
-
D.
110
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1509 - 1399 = 110.
An item is sold for Rs. 1216 at a loss of 5%. Find its cost price.
-
A.
1220
-
B.
1190
-
C.
1340
-
D.
1280
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100-5)/100. So CP = SP x 100/(100-5) = 1280.
A product costs Rs. 1380 and is sold at 25% profit. Find the selling price.
-
A.
1727
-
B.
1725
✓
-
C.
1723
-
D.
1722
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+25)/100 = 1380 x 125/100 = 1725.
An item is sold for Rs. 1102 at a loss of 5%. Find its cost price.
-
A.
1160
✓
-
B.
1100
-
C.
1220
-
D.
1070
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100-5)/100. So CP = SP x 100/(100-5) = 1160.
If Cost Price = Rs. 1355 and Selling Price = Rs. 1817, what is the profit amount?
-
A.
462
✓
-
B.
422
-
C.
482
-
D.
442
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1817 - 1355 = 462.
A product costs Rs. 320 and is sold at 25% profit. Find the selling price.
-
A.
402
-
B.
398
-
C.
397
-
D.
400
✓
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+25)/100 = 320 x 125/100 = 400.
If Cost Price = Rs. 625 and Selling Price = Rs. 989, what is the profit amount?
-
A.
344
-
B.
324
-
C.
364
✓
-
D.
384
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 989 - 625 = 364.
An item is sold for Rs. 570 at a loss of 5%. Find its cost price.
-
A.
660
-
B.
600
✓
-
C.
540
-
D.
510
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100-5)/100. So CP = SP x 100/(100-5) = 600.
If Cost Price = Rs. 542 and Selling Price = Rs. 644, what is the profit amount?
-
A.
82
-
B.
62
-
C.
102
✓
-
D.
122
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 644 - 542 = 102.
An item is sold for Rs. 1080 at a loss of 10%. Find its cost price.
-
A.
1110
-
B.
1140
-
C.
1200
✓
-
D.
1260
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100-10)/100. So CP = SP x 100/(100-10) = 1200.
If Cost Price = Rs. 1385 and Selling Price = Rs. 1814, what is the profit amount?
-
A.
409
-
B.
389
-
C.
429
✓
-
D.
449
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1814 - 1385 = 429.
A product costs Rs. 1720 and is sold at 20% profit. Find the selling price.
-
A.
2066
-
B.
2061
-
C.
2064
✓
-
D.
2062
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+20)/100 = 1720 x 120/100 = 2064.
If Cost Price = Rs. 1385 and Selling Price = Rs. 1962, what is the profit amount?
-
A.
577
✓
-
B.
537
-
C.
597
-
D.
557
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1962 - 1385 = 577.
An item is sold for Rs. 551 at a loss of 5%. Find its cost price.
-
A.
520
-
B.
490
-
C.
580
✓
-
D.
640
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100-5)/100. So CP = SP x 100/(100-5) = 580.
A product costs Rs. 720 and is sold at 10% profit. Find the selling price.
-
A.
789
-
B.
794
-
C.
792
✓
-
D.
790
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+10)/100 = 720 x 110/100 = 792.
If Cost Price = Rs. 1179 and Selling Price = Rs. 1244, what is the profit amount?
-
A.
85
-
B.
25
-
C.
65
✓
-
D.
45
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1244 - 1179 = 65.
A product costs Rs. 1640 and is sold at 5% profit. Find the selling price.
-
A.
1724
-
B.
1722
✓
-
C.
1720
-
D.
1719
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. SP = CP x (100+5)/100 = 1640 x 105/100 = 1722.
If Cost Price = Rs. 1140 and Selling Price = Rs. 1707, what is the profit amount?
-
A.
547
-
B.
567
✓
-
C.
587
-
D.
527
Explanation:
Profit or loss is always calculated on the Cost Price (CP). To find the Selling Price (SP) when profit% is given: SP = CP × (100 + Profit%) ÷ 100. For loss: SP = CP × (100 - Loss%) ÷ 100. Profit = SP - CP = 1707 - 1140 = 567.