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Directions : In each of the following questions a statement is given, followed by three conclusions. Give answer :

Statement : Considering the tickets sold during the last seven days, the circus authorities decided to continue the show for another fortnight which includes two weekends.

Assumptions :
I. People may not turn up on weekdays.
II. The average number of people who will be visiting circus will be more or less same as that of the last seven days.
III. There may not be enough response at other places.

Directions : In each of the following questions a statement is given, followed by three conclusions. Give answer :

Statement : Considering the tickets sold during the last seven days, the circus authorities decided to continue the show for another fortnight which includes two weekends.

Assumptions :
I. People may not turn up on weekdays.
II. The average number of people who will be visiting circus will be more or less same as that of the last seven days.
III. There may not be enough response at other places. Correct Answer Only II is implicit

Clearly, the fortnight would include weekdays also. So, I is not implicit. Also, the authorities decided to continue the show with the hope that people would visit the circus in the same numbers as they had done in the last seven days. So, II is implicit. III is vague and so is not implicit.

Related Questions

Directions : In each of the following questions a statement is given, followed by three conclusions. Give answer : Statement : Considering the tickets sold during the last seven days, the circus authorities decided to continue the show for another fortnight which includes two weekends. Assumptions : I. People may not turn up on weekdays. II. The average number of people who will be visiting circus will be more or less same as that of the last seven days. III. There may not be enough response at other places.
A cinema house has 600 people. \(26\frac{2}{3}{\rm{\% }}\) People buy premium tickets and \(33\frac{1}{3}{\rm{\% }}\) People buy gold tickets and 40% of people buy platinum tickets. Only 5% of people buy both platinum and gold tickets and 10% of people buy both premium and platinum tickets and \(6\frac{2}{3}{\rm{\% }}\) of people buy both premium and gold tickets and 30 people buy all three types of tickets. Find the number of people who buy only one type of ticket.
Directions : In each of the following questions a statement is given, followed by two conclusions. Give answer :

Statement : "As there is a great demand, every person seeking tickets of the programme will be given only five tickets."

Assumptions :
I. The organizers are not keen on selling the tickets.
II. No one is interested in getting more than five tickets.
In a cricket tournament 30,000 tickets were sold. One-fourth of the tickets were sold at TK. 30 each, 1/3 were sold at TK. 25 each, and the remaining tickets were sold at TK. 20 each. How many tickets were sold at TK. 20 each ?
There are two shops A and B which sold crackers on Diwali on 3 days – Monday, Tuesday and Wednesday. The average number of crackers A and B sold in the three days is 21 and 25 respectively. The number of crackers shops A sold on Wednesday is double than the number of crackers it sold on Tuesday. The number of crackers A sold on Wednesday is one more than the number of crackers B sold on the same day. B sold 10 more crackers on Tuesday than A. Find the difference in the number of crackers A and B sold on Monday?
There are six dealers - P, Q, R, S, T and U, of electronic appliances who have sold the different number of appliances - 25, 37, 40, 41, 45 and 46 in a particular month (not necessarily in the same order). T has not sold the highest number of appliances but has sold more than P. The number of appliances R has sold is in a multiple of 2. The number of appliances U sold is in a perfect square. Q has sold more appliances than R but less than T. P has sold more appliances than U but less than R. Who among the following has sold the third highest number of appliances?
The following question have three statements. Study the question and the statements and decide which of the statement(s) is/are necessary to answer the question. In a cinema hall, the amount collected after selling the tickets was Rs. 37500. Find the cost of a ticket if the cost of every ticket is same. Statement I: If the price of each ticket is increased by Rs. 30, the amount collected will be Rs. 4500 more. Statement II: Ratio of number of tickets and the cost of a ticket is 3 : 5. Statement III: If the number of tickets is decreased by 30 (keeping the cost per ticket constant), the amount collected will be Rs. 7500 less.
There is a hint in this question and a statement is given later. Carefully read the excerpts provided and determine the statement based on that episode. The current Australian team has lost three of their last five Test series. They lost their last two Test series, one of which was against Pakistan, which is not considered to be a strong team now. Australia's two best batsman, Steve Smith and David Warner are currently suspended and their absence has weakened the Australian team. There is a lot of dissatisfaction and introspection about how their national team plays in Australia, how they show aggression on the field, how they do not show respect to the team against them, and neglecting the media at the most, and focusing only on winning only, the discussion on the future of the game is ongoing. There are. Australian cricket never reached such a low level. This is the best opportunity to knock them into their own house. In other words, if this India could not beat Australia in Australia in this series, then it would prove that the campaign around this team is only the same: the propaganda. Legislation: The current Australian team won two of the last five Tests they played. Choose the right one from the next option A - The statement is completely true. B - Statement is most true. C - There is no definitive definition based on C-statement. D- Statement is completely false.
Questions below followed by three quantities. Find the relationship between them. Quantity I: In a class with a certain number of students if a teacher weighing 78 kg is added, then average weight of class is increased by 2 kg. If one more teacher weighing 66 kg is added, then the average weight of the class increases by 3.5 kg over the original average. What is the original average weight (in kg) of the class? Quantity II: The average age of 16 students and their teacher's age is 16 years. If the teacher's age is excluded, the average reduces by 2. What is the teacher's age? Quantity III: Average weight of three friends A, B and C is 46 kg. Another person D joins the group and now the average is 45 kg. If another person E whose weight is 6 kg more than D, joins the group replacing A, then average weight of B, C, D and E becomes 47 kg. What is the weight of A (in kg)?
Directions : In each of the following questions a statement is given, followed by two conclusions. Give answer :

Statement : The school authorities have decided to increase the number of students in each classroom to seventy from the next academic session to bridge the gap between the income and the expenditure to a large extent.

Assumptions :
I. The income generated by way of fees of the additional students will be sufficient enough to bridge the gap.
II. The school will get all the additional students in each class from the next academic session.