Important for :

1

D

Azad invested Rs 55000 for a year and Rs 65000 for the next year.

Hind invested Rs 70000 for 8 months and Rs 60000 for the next year.

Capital Ratio = 55000 × 12 + 65000 × 12 : 70000 × 8 + 60000 × 12

= 660000 + 780000 : 560000 + 720000

= 1440000 : 1280000 = 9 : 8

Let total profit = Rs x

Azad's profit = x × 50% × 50% + x × 50% × 9/17

Hind invested Rs 70000 for 8 months and Rs 60000 for the next year.

Capital Ratio = 55000 × 12 + 65000 × 12 : 70000 × 8 + 60000 × 12

= 660000 + 780000 : 560000 + 720000

= 1440000 : 1280000 = 9 : 8

Let total profit = Rs x

Azad's profit = x × 50% × 50% + x × 50% × 9/17

32375 = | x | + | 9x |

4 | 34 |

32375 = | 35x |

68 |

x = 62900

Hence, option D is correct.

2

C

Let the total investment = Rs xMukul's investment = x × | 2 |

7 |

Rest investment = x – x × | 2 | = | 5x |

7 | 7 |

Let Atul's investment = Rs a, Rahul's investment = Rs b

Rahul's investment + Atul's investment = | 5x |

7 |

a + b = | 5x |

7 |

b = | 5x | – a ... 1 |

7 |

According to the question,

2x | + a = b |

7 |

5x | – a = | 2x | + a (value of b is taken out from equation 1) |

7 | 7 |

5x | – | 2x | = a + a |

7 | 7 |

3x | = 2a |

7 |

a = | 3x | = Atul's investment |

14 |

Rahul's investment = x – | 3x | – | 2x |

14 | 7 |

= | 14x – 3x – 4x |

14 |

= | 7x | = | x |

14 | 2 |

Investment Ratio,

Mukul : Atul : Rahul = | 2x | : | 3x | : | x |

7 | 14 | 2 |

= 4 : 3 : 7

As Atul's Profit = Rs.1530

Total profit = | 1530 | × 14 = Rs 7140 |

3 |

Hence, option C is correct.

3

D

Current Ratio = 3 : 5

Ratio of Next year = 3 × 110%**:** 5 × 88% = 3 : 4

A's Profit = Rs. 3450

Total Profit = 3450 ÷ 3 × 7 = Rs. 8050

Hence, option D is correct.

Ratio of Next year = 3 × 110%

A's Profit = Rs. 3450

Total Profit = 3450 ÷ 3 × 7 = Rs. 8050

Hence, option D is correct.

4

E

Shubham's Profit = 6050 - 2750 = 3300 Rs.

Shivam's profit = 2750 Rs.

Ratio of the profit = 3300 : 2750

= 6 : 5

Because the ratio of the capital is equals to the ratio of the profit then,

2250 × 12 : 2500 × x = 6 : 5

5 ( 2250 × 12) = 6 ( 2500 × x)

x = 9 months

So Shivam invested after 3 months.

Hence, option E is correct.

Shivam's profit = 2750 Rs.

Ratio of the profit = 3300 : 2750

= 6 : 5

Because the ratio of the capital is equals to the ratio of the profit then,

2250 × 12 : 2500 × x = 6 : 5

5 ( 2250 × 12) = 6 ( 2500 × x)

x = 9 months

So Shivam invested after 3 months.

Hence, option E is correct.

5

E

Ratio of profit = | Capital of Suresh × Time | |

Capital of Deepak × Time |

Let Deepak's investment be for x months.

Then, | 8 | = | 36000 × 12 |

3 | 27000 × x |

or, x = | 36000 × 12 × 3 | = 6 months |

8 × 27000 |

Hence, option E is correct.

Partnership topic is very necessary for every competitive exams like SBI Clerk Pre, IBPS Clerk Pre, IBPS RRB Pre, Railways, UIIC, LIC, NIACL, NICL, OICL and other competitive exams.

Here we are going discuss about partnership, what is partnership, tricks, tips and shortcuts to solve partnership questions fast with Examples

When two or more persons make an association to invest money together for running a certain business, then such an association is known as Partnership, and the persons involved in this partnership, are mutually called partners. There are two types of partnership.

There are also two types of partners

When the investments made by all the partners are for the same time-period, then gain or loss is distributed amongst them in the ratio of their investments.

Now, let A’s share = 3x;

B’s share = x

According to the question 3x + x = 48000

⇒ 4x = 48000

Clearly, share of B = x = Rs 12000 and share of A = 3x = 3 × 12000 = Rs 36000.

If the investments are made for different time periods, then for each partner, we calculate the capital as

(Capital × Number of units of time)

= 2 × 12 : 8 × 9 = 1 : 3

[Here, A invested for a year (12 months) and B invested 3 months later. It does not mean B invested for (12 – 3) or 9 months.]

= 4 × 12 : 5 × 8 = 6 : 5

Now, let the share of A = 6x,

And the share of B = 5x

According to the question, 6x + 5x = 22000 or 11x = 22000

and share of B = 5x = 5 × 2000 = Rs. 10000

Shares of A and B could be determined by the following method also.

A's share = | 6 | × 22000 = Rs 12000 |

6 + 5 |

B's share = | 5 | × 22000 = Rs 10000 |

6 + 5 |

============================================================

Testzone is India's leading Test Series website for all major competitive exams like SBI Clerk Pre 2018, SBI Clerk Mains 2018, SBI PO Pre 2018, SBI PO Mains 2018, IBPS Clerk Pre 2018, IBPS Clerk Mains 2018, IBPS RRB Office Assistant Pre and Mains 2018, IBPS RRB Scale 1 Pre and Mains 2018, RBI Assistant Pre and Mains 2018, IBPS PO Pre 2018, IBPS PO Mains 2018, etc. Currently, Testzone is offering SBI Clerk 2018 Test Series, Syndicate Bank PO 2018 Test Series, Canara Bank PO 2018 Test Series, SSC CHSL 2018 Test Series, SSC CGL Tier 1 2018 Test Series and other upcoming Test Series for an unbelievable price of Rs 99 for a year.

Link to: SBI Clerk Pre 2018 Test Series

Link to: Syndicate Bank PO 2018 Test Series

Link to: Canara Bank PO 2018 Test Series

Link to: SSC CHSL 2018 Test Series

Link to: SSC CGL Tier 2 Test Series