Question
Cost price of an item is Rs. (12n + 240). It is marked 50%
above its cost price and sold after allowing a discount of Rs. (2n + 40). If the profit earned is Rs. 1,360, then find the value of 'n'.Solution
ATQ,
Marked price of item = 1.5 × (12n + 240) = Rs. (18n + 360)
Selling price of item = (18n + 360) - (2n + 40) = Rs. (16n + 320)
Profit earned = (16n + 320) - (12n + 240) = Rs. (4n + 80)
So, 4n + 80 = 1,360
Or, 4n = 1,280
Or, 'n' = 320
Find the wrong number in the given series.
24, 50, 96, 198, 388, 794
12, 14, 18, 26, 38, 64
23, 36, 53, 69, 95, 124, 155
5 11 23 43 85 171 341
...11, 92, 156, 205, 241, 266
Find the wrong number in the given number series.
32, 48, 84, 146, 248, 392
96, 100, 86, 108, 80, 116
64, 32, 35, 48, 96
7, -26, -45, -60, -69, -73
- Find the wrong number in the given number series.
23, 37, 66, 111, 172, 249