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1 | SNO | Question | Unit/Chapter No. | Subunit/ Question No. | Marks | Difficulty Level | Answer Key/Marking Scheme | Question Type | Tag | Blooms Taxonomy | CO | |||||||||||||||
2 | 1 | A) If the ratio of A:B is 3:4 and A + B = 56. Find A and B. B) Increase 250 by 12%. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
3 | 2 | A) Divide 180 in the ratio 5 : 7. B) Decrease 500 by 20%. | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | |||||||||||||||||
4 | 3 | If x : y = 2 : 5 and x = 24, find y. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
5 | 4 | Three numbers are in ratio 2 : 3 : 5 and their sum is 200. Find each. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
6 | 5 | A and B are in ratio 4 : 9. If A increases by 10, the ratio becomes 5 : 9. Find original A and B. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
7 | 6 | 6 pens cost $15. The cost ratio of pen A to pen B is 3 : 2. If there are 3 pens of type A and 3 of type B in the 6, find cost per A and per B. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
8 | 7 | If a : b = 7 : 11 and b : c = 11 : 13, find a : c. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
9 | 8 | A recipe uses flour : sugar = 7 : 2. If flour used = 630 g, how much sugar is needed? | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
10 | 9 | Incomes of P and Q are in ratio 4 : 5. P saves 20% of income and saves $800. Find incomes of P and Q. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
11 | 10 | A) If 4 : x = 2 : 9, find x. B) If 30 is 25% of a number, find the number. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
12 | 11 | If a : b = 3 : 4 and b : c = 6 : 7, find a : c. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
13 | 12 | A) If 5/8 = x/48, find x. B) Price $800 with successive discounts 10% and 20%. Find final price. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
14 | 13 | 7 men take 12 days to build a wall. How many days will 14 men take (inverse proportion)? | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
15 | 14 | If 3 books cost $45, how much will 7 books cost? | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
16 | 15 | If speed is directly proportional to distance for fixed time: speed to cover 180 km in 3 h? (Check against 60 km/h for 120 km in 2 h.) | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
17 | 16 | If x : y = 4 : 9 and x + y = 65, find x and y. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
18 | 17 | A) If 2/3 = 14/x, find x. B) Convert 7/8 to percentage. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
19 | 18 | If a : b : c = 2 : 3 : 4 and a + b + c = 180, find b. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
20 | 19 | A) If 9/x = 3/7, find x. B) Bought for $400, sold for $500. Find profit percent. | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
21 | 20 | A) Value increases from 120 to 150. Find percent increase. B) What percent of 360 is 54? | 1 | 1a | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
22 | 21 | Define Ratio, Praprtion and Percentage with one example each. | 1 | 1b | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
23 | 22 | Define Profit and loss. | 1 | 1b | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
24 | 23 | Define Cost price and Market Price | 1 | 1b | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
25 | 24 | Define Gross Trade Discount and Cash discount | 1 | 1b | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
26 | 25 | Define Commission and Brokerage | 1 | 1b | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
27 | 26 | A dealer in furniture buys chairs at ₹340 each. At what price should he mark them for sale so that he may earn a profit of 25% after giving 15% discount? | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
28 | 27 | Manufacturer gives 25% discount still he earns 12.5% profit. Find the list price of the article if he wishes to earn ₹800 per article. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
29 | 28 | An agent receives 10% Commission on the sales price of goods. If he sells goods worth ₹15,000 find his Commission. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
30 | 29 | An agent receives ₹1275 as Commission at 7.5% on sales. Find amount of sales. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
31 | 30 | A trader buys an article for ₹500 and sells it for ₹650. Find profit and profit %. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
32 | 31 | A shopkeeper buys a product for ₹800 and sells it for ₹720. Find loss and loss %. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
33 | 32 | Cost price of an item is ₹400. If profit is 25%, find selling price. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
34 | 33 | An article is sold for ₹900 at a profit of 20%. Find cost price. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
35 | 34 | Marked price is ₹1000. A discount of 10% is given. If cost price is ₹850, find profit or loss. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
36 | 35 | A trader gains 20% on one transaction and loses 10% on another. If both involve ₹1000 each, find net gain/loss. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
37 | 36 | A shopkeeper wants 25% profit after giving 10% discount. Find marked price if CP = ₹400. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
38 | 37 | If CP = ₹600 and SP = ₹750, find profit %. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
39 | 38 | An article is sold for ₹540 at a loss of 10%. Find cost price. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
40 | 39 | A trader marks goods 40% above cost and allows a discount of 20%. Find profit %. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
41 | 40 | A man buys an article for ₹27.5 and sales it for ₹28.6 find his gain percent. | 1 | 1b | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
42 | 41 | By selling mango baskets at ₹18 a basket fruit, merchant loses 10% on his outlay. Find the percentage of profit or loss when he sells each basket of mangoes at ₹24. | 1 | 1c | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
43 | 42 | Akash purchased a car for rupees 8,44,000 and sold it to Piyush for rupees 8,68,400 find the profit or loss. | 1 | 1c | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
44 | 43 | If cost price is 96% of the selling price then what is the profit% | 1 | 1c | 10 | L | step by step solution 10 marks | N | Apply | CO2 | ||||||||||||||||
45 | 44 | Define Stock Exchange, Shares, Dividend | 2 | 1c | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
46 | 45 | Define Face value and Market value with an example | 2 | 1c | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
47 | 46 | Define Equity shares, Preferencial shares, Bonus shares. | 2 | 1c | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
48 | 47 | Define paid-up value and share capital. | 2 | 1c | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
49 | 48 | Define Stock and Debentures | 2 | 1c | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
50 | 49 | Find the annual dividend of 950 shares of Rs. 20 each at the rate of 6 1/2% P.A. | 2 | 1c | 10 | L | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
51 | 50 | A man buys 49 stocks from a company. He gets Rs. 12 as quarterly dividend frm each stock. If thebrate of dividend he receives is 10% P.A., what is the value of each stock? | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
52 | 51 | What is the market value of 300 shares of Rs. 15 each if each share is sold at a premium of Rs. 3? | 2 | 1c | 10 | L | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
53 | 52 | What is the amount of investment for Rs. 3500 of 4% stock at Rs. 102? | 2 | 1c | 10 | L | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
54 | 53 | A sum of Rs. 1,25,000 was invested I purchasing equity shares of HDFC at market price of Rs. 125/- through KOTAK securities ltd. Kotak Securities charged broking at 0.4%. The face value of the share was Rs. 10. How many shares were purchased? | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
55 | 54 | Nitin invests a part of ₹12,000 in 12% stock at ₹120 and the reminder in 15% stock at ₹125. If his total dividend per annum is ₹1360, how much does he invest in 12% stock at ₹120? | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
56 | 55 | A company has a face value of ₹10 per share and declares a dividend of 20%. Calculate dividend per share for 100 shares. | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
57 | 56 | A share of face value ₹100 is selling at ₹120. The company declares a 15% dividend. Find the yield. | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
58 | 57 | A person invests ₹12,000 in shares of face value ₹10 quoted at ₹12. Find number of shares purchased. | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
59 | 58 | A person owns 500 shares of face value ₹20 each. Dividend declared is 10%. Find total dividend. | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
60 | 59 | A share of face value ₹50 is quoted at ₹40. Dividend is 12%. Find yield. | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
61 | 60 | How much should be invested in ₹100 shares at ₹125 to earn ₹800 dividend at 10%? | 2 | 1c | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
62 | 61 | A person receives ₹600 as dividend from 200 shares at 15%. Find face value. | 2 | 1d | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
63 | 62 | A shareholder gets ₹240 dividend from 120 shares of face value ₹50. Find rate of dividend. | 2 | 1d | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
64 | 63 | Define Equation, independent and dependent variables. | 3 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
65 | 64 | Define linear and quadratic equations. | 3 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
66 | 65 | Define the slope of a linear equation. Explain its significance with a real-life business example. | 3 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
67 | 66 | Differentiate between Linear equation in one variable and Linear equation in two variables. Give suitable examples. | 3 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
68 | 67 | Define a quadratic equation. Write its standard form and explain the role of each term. | 3 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
69 | 68 | Define data and matrix with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
70 | 69 | Define variable and constant. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
71 | 70 | Define Square matrix and sub matrix with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
72 | 71 | Define Row matrix and column matrix with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
73 | 72 | Define null matrix and diagonal matrix with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
74 | 73 | Define Scaler matrix and unit matrix with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
75 | 74 | Define Transpose of a matrix and triangular matrix with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
76 | 75 | Define Upper triangular matrix and lower triangular matrix with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
77 | 76 | Define Symmetric and ske-symmetric matrix with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
78 | 77 | Define equal matrices with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
79 | 78 | Define Determinants with an example. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
80 | 79 | Find A+B and A-B for any two matrices of order two. | 4 | 1d | 10 | L | Define 10 marks | T | Remember | CO1 | ||||||||||||||||
81 | 80 | 4 | 1d | 10 | L | Define 10 marks | N | Apply | CO2 | |||||||||||||||||
82 | 81 | 4 | 1d | 10 | L | Define 10 marks | N | Apply | CO2 | |||||||||||||||||
83 | 82 | 4 | 1d | 10 | L | Define 10 marks | N | Apply | CO2 | |||||||||||||||||
84 | 83 | 4 | 1d | 10 | L | Step by step answer 10 marks | N | Evaluate | CO2, CO3 | |||||||||||||||||
85 | 84 | 4 | 1d | 10 | L | Step by step answer 10 marks | N | Evaluate | CO2, CO3 | |||||||||||||||||
86 | 85 | 4 | 1d | 10 | M | Step by step answer 10 marks | N | Evaluate | CO2, CO3 | |||||||||||||||||
87 | 86 | 4 | 1d | 10 | M | Step by step answer 10 marks | N | Evaluate | CO2, CO3 | |||||||||||||||||
88 | 87 | Find A + B and A - B using matrices given below. | 4 | 1d | 10 | L | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
89 | 88 | Find A + B and A - B using following matrices. | 4 | 1d | 10 | L | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
90 | 89 | Find cofactor matrix of the followoing matrix. | 4 | 1d | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
91 | 90 | Find cofactor matrix of the matrix given below. | 4 | 1d | 10 | M | Step by step answer 10 marks | N | Apply | CO2 | ||||||||||||||||
92 | 91 | Find cofactor matrix of: | 4 | 1d | 10 | M | Step by step answer 10 marks | N | Apply | CO2, CO3 | ||||||||||||||||
93 | 92 | Find cofactor of matrix B. | 4 | 1d | 10 | M | Step by step answer 10 marks | N | Apply | CO2, CO3 | ||||||||||||||||
94 | 93 | Find cofactor of matrix C. | 4 | 1d | 10 | M | Step by step answer 10 marks | N | Apply | CO2, CO3 | ||||||||||||||||
95 | 94 | Find adjoint of the following matrix. | 4 | 1d | 10 | Step by step answer 10 marks | N | Apply | CO2, CO3 | |||||||||||||||||
96 | 95 | Find adjoint of the matrix given below. | 4 | 1d | 10 | Step by step answer 10 marks | N | Apply | CO2, CO3 | |||||||||||||||||
97 | 96 | Find adjoint of: | 4 | 1d | 10 | Step by step answer 10 marks | N | Apply | CO2, CO3 | |||||||||||||||||
98 | 97 | Find the adjoint of: | 4 | 1d | 10 | Step by step answer 10 marks | N | Apply | CO2, CO3 | |||||||||||||||||
99 | 98 | Find A*B | 4 | 1d | 10 | Step by step answer 10 marks | N | Apply | CO2, CO3 | |||||||||||||||||
100 | 99 | Find A*B | 4 | 1d | 10 | Step by step answer 10 marks | N | Apply | CO2, CO3 |