**Directions(1-5):**

There are total x tourists in a area. Each tourists visit one or more places among three places viz. Mahabalipuram, Goa and Agra. 20% of the total tourists visit only Mahabalipuram, which is equal to the tourists visit only Goa. 60% of the total tourists who visit only Mahabalipuram is the tourists who visit Mahabalipuram and Agra but not Goa. The tourists who visit Goa and Agra but not Mahabalipuram is 25% of the total tourists who visit Only Goa and Only Mahabalipuram together. 5% of the total tourists visit all the three places and the ratio of the number of tourists visit only Agra to that of the tourists who visit Goa and Mahabalipuram but not Agra is 5: 6. The difference between the tourists visit only Agra and the tourists visit Mahabalipuram and Goa but not Agra is 36.

- Total tourists who visit only Agra is what percentage of the total tourists who visit only Mahabalipuram?

7075808590Option B

Total tourists in a area is x

Tourists visit only Mahabalipuram = 20%

Tourists visit only Goa = 20%

Tourists visit Mahabalipuram and Agra but not Goa = 60% of 20

= 3/5 * 20 = 12%

Total tourists visit only Goa and only Mahabalipuram = 20% + 20% = 40%

Tourists visit Goa and Agra but not Mahabalipuram = 25% of 40

= Â¼ * 40 = 10%

Tourists visit all the three places = 5%

Remaining tourists = 100% â€“ (20% + 20% + 12% + 10% + 5%)

= 100% â€“ 67% = 33%

Tourists visit only Agra = 33% * 5/11 = 15%

Tourists visit Mahabalipuram and Goa but not Agra = 33% â€“ 15% = 18%

Difference between the tourists visit only Agra and the tourists visit Mahabalipuram and Goa but not Agra = 18% â€“ 15% = 3%

3% of total tourists = 36

Total tourists = 36/3 * 100 = 1200Required percentage = 180/240 * 100

= Â¾ * 100 = 75% - Find the total tourists who visit at most one place
550770660440330Option C

Required total = (20% + 20% + 15%) * 1200

= 55/100 * 1200

= 660 - What is the ratio of the total tourists who visit Mahabalipuram and Agra but not Goa to the total tourists who visit Mahabalipuram and Goa but not Agra?
2: 32: 72: 52: 95: 3Option A

Required ratio = 144: 216

= 2: 3 - Find the total tourists who visit Agra
500501502503504Option E

Required total = (15% + 5% + 12% + 10%) * 1200

= 42/100 * 1200

= 504 - Find the total tourists who visit at least two places
520530540550560Option C

Required total = (18% + 12% + 10% + 5%) of 1200

= 45/100 * 1200

= 540 - Find the sum of the total amount, friend A and B have to pay for the friend F1 and F3?

Rs. 110600Rs. 11082Rs. 1106Rs. 10682Rs. 110682Option

[20000 * 4 + 20000 * (120/100) * 8] : [30000 * 12] : [50000 * 4 + 50000 * (140/100) * 8] : [60000 * 12]= > 272000 : 360000 : 760000 : 720000

= > 34 : 45 : 95 : 90

Total profit = 264â€™s = Rs. 171600

1â€™s = 650

share of F1 = Rs. 22100

share of F2= Rs. 29250

share of F3= Rs. 61750

share of F4= Rs. 58500

The friend A borrows Rs. 22100 from the friend F1. So, the principle amount will be Rs. 22100.

SI for friend A = PNR/100

= > (22100 * 4 * 8) / 100 = Rs. 7072

Total amount, the friend F1 has received = 22100 + 7072 = Rs. 29172

The friend B borrows Rs. 61750 from the friend F3. So, the principle amount will be Rs. 61750.

SI for friend B = (61750 * 4 * 8)/100 = Rs. 19760

Total amount, the friend F3 has received = 61750 + 19760 = Rs. 81510

Required sum = 29172 + 81510 = Rs. 110682 - Find the average share of F1 and F4 together at the end of the year of shop?
Rs. 60300Rs. 40700Rs. 40560Rs. 40590Rs. 40300Option E

The average share of F1 and F4 together at the end of the year of shop

= > (22100 + 58500) / 2

= > 80600 / 2 = Rs. 40300 - Find the interest amount, the friend A have to paid for the friend F1?
Rs. 7072Rs. 6072Rs. 7067Rs. 7000Rs. 7052Option A

The friend A borrows Rs. 22100 from the friend F1. So, the principle amount will be Rs. 22100.

SI = PNR/100

SI = (22100 * 4 * 8)/100 = Rs. 7072 - The profit of friend F2 is approximately what percentage of the total amount (Initial sharing + Profit), the friend F4 received at the end of the year of shop?
25 %20%12 %10%23%Option A

The profit of friend F2 = Rs. 29250

The total amount (Initial sharing + Profit), the friend F4 received at the end of the year of shop

= > 60000 + 58500 = Rs. 118500

Required % = (29250 / 118500) * 100 = 24.68 % = 25 % - Find the compound interest, friend C has to pay for the friend F2?
Rs. 723.30Rs. 7323.30Rs. 7300.30Rs. 7823.30Rs. 8323.30Option B

The friend C borrows Rs. 59250 from friend F2. So, the principle amount will be Rs. 59250.

Total amount = 59250 * (106/100) * (106/100) = Rs. 66573.30

CI = 66573.30 â€“ 59250 = Rs. 7323.30

**Directions (6-10):**

Four friends (F1, F2, F3 and F4) are started a shop together by sharing the amount of Rs. 20000, Rs. 30000, Rs. 50000 and Rs. 60000 respectively. After 4 months, F1 and F3 increased the initial sharing 20 % and 40 % respectively. At the end of the year, they earned a total profit of Rs. 171600.

The friend A and B borrows F1 and F3â€™s share. They are giving 8 % simple interest for 4 years.

The friend C borrows F2â€™s total amount for 2 years at the rate of 6 % compound interest.