Mathematics
Refer to the given bill. A customer paid ₹2,000 (rounded off to the nearest ₹10) to clear the bill.
Note: 5% discount is applicable on an article if 10 or more such articles are purchased.
| Article | M.P.(₹) | Quantity | G.S.T |
|---|---|---|---|
| A | 190 | 06 | 12% |
| B | 50 | 12 | 18% |
Check whether the total amount paid by the customer is correct or not. Justify your answer with necessary working.
GST
19 Likes
Answer
For Article A,
M.P. = ₹ 190, Quantity = 6
Total M.P. = ₹ 190 × 6 = ₹ 1,140
G.S.T. = 12%
G.S.T. amount = of ₹ 1,140
= ₹ 136.80
Total amount = ₹ 1,140 + ₹ 136.80 = ₹ 1,276.80
For Article B,
M.P. = ₹ 50, Quantity = 12
(Discount 5% applicable as quantity > 10)
Total M.P. = ₹ 50 × 12 = ₹ 600
Discount = 5% of ₹ 600
= ₹ 30
Taxable value = ₹ 600 - ₹ 30 = ₹ 570
G.S.T. = 18%
G.S.T. amount = 18% of ₹ 570
= ₹ 102.60
Total amount = ₹ 570 + ₹ 102.60 = ₹ 672.60
Total bill = ₹ 1,276.80 + ₹ 672.60 = ₹ 1,949.40
Rounded off to the nearest ₹10 then bill= ₹ 1,950
The customer paid ₹ 2,000, which is ₹ 50 extra (₹ 2,000 - ₹ 1,950).
Hence, the customer paid ₹ 50 extra.
Answered By
10 Likes
Related Questions
Use a graph paper for this question. (Take 2 cm = 10 Marks along one axis and 2 cm = 10 students along another axis). Draw a Histogram for the following distribution which gives the marks obtained by 164 students in a particular class and hence find the Mode.
Marks Number of students 30 - 40 10 40 - 50 26 50 - 60 40 60 - 70 54 70 - 80 34 In the given graph, P and Q are points such that PQ cuts off intercepts of 5 units and 3 units along the x-axis and y-axis respectively. Line RS is perpendicular to PQ and passes through the origin. Find the:
(a) coordinates of P and Q
(b) equation of line RS

A man bought ₹200 shares of a company at 25% premium. If he received a return of 5% on his investment. Find the :
(a) market value
(b) dividend percent declared
(c) number of shares purchased, if annual dividend is ₹1,000.
For the given frequency distribution, find the:
(a) mean, to the nearest whole number
(b) median
x f 10 3 11 2 12 2 13 6 14 3 15 5 16 3