3 Steps to Become Topper?| Secret Study Tips to Score Highest | 12th Toppers Secret Reveal

In a mock cat 123 students appeared and the average score obtained was 120 but later it was found that the top three students were repeaters so their score has been eliminated and then new average score was found t be decreased by 1.5. also it is known as that all the students obtained the marks in integers and the scores of the toppers were distinct,if the second highest topper scored more than 185 marks then the highest possible score of the third highest topper:

Jasmine, the princess of Agrabah is enjoying the festival with her father. Since child- hood, Jasmine has been very fond of shooting games and she has become really good at it. After hitting at various shops she finally found a shooting place. The shopkeeper is smart and has changed the rules of the game. The shopkeeper has placed a sequence of n water balloons each with an integer written on it. The rules of the game are that the shooter can choose any balloon of the sequence (let's denote on it as ak) and remove it by shooting. During this step, all elements equal to a_(k)-1 and a_(k)+1 should also be shot down and removed from the sequence. This step will give the player a_(k) score. At each step, only one occurrence of a_(k) is deleted. The player should apply this step, again and again, to get as much score as possible. Example Seq: 1 2 3 In the first step choose element 3, delete it and delete 3-1=2 and 3+1=4 (4 not avail- able). The remaining array contains element only 1. now pick this and the array becomes empty now. therefore, maximum score obtained is 3+1=4 Given seq: 1 2 2 2 3 4 5 1 2 2 5 4 6 3 2 9 9 8 8 2 3 3 5 1 5 2 4 3 2 1 2 6 Find the maximum score that Jasmine can get?

Study the given information carefully and answer the following questions. There was a football tournament of three teams i.e. A, B and C in which each team played 2 matches. Score pattern of the tournament is: • A team gets 2 points for scoring a goal against the opponent team. • A team gets 3 points for scoring a goal against the opponent team from the outside area. • There is a penalty of 1 point if a team concedes a goal. • Only three players from each team scored the goals. A – B Match: B is the winner of this game. Total points scored by B in this match is 4 . Also, team A scored 2 goals and none of the players scored the goal from the outside area. A – C Match: C scored 0 points in the match. Only one player from team A scored a goal from outside area. A scored 4 points in this match. B – C Match: B gets 6 points from match. Team C scored 1 goal more than Team B. One player from team B scored a goal from outside area but none from team C. The given 3 teams are ranked on the basis of total marks in such a way that the highest scoring team is ranked 1, the second highest scoring team is ranked 2 and the least scoring team is ranked 3. Rank 3 got a total of Rs. 60,000 as prize money. If the ratio of the prize money of the rank 1, rank 2 and rank 3 team is 8 : 5 : 3, which of the following combinations of team and prize money is correct?

Study the following information carefully and answer the questions given below: Eight persons P, Q, R, S, T, U, V and W are sitting in a straight line and facing north direction. Their ages are, 12, 14, 18, 26, 29, 35 ,42 and 67. The one who is 12 years old is 4^(th) to the left of the eldest person, who is sitting at the end. The sum of the ages of S and Q is equal to P. S is not the youngest person. S and W are neighbours of Q. R’s age is not an even number and he is older than W and younger than U. Only 3 persons are sitting between S and U. Only 2 persons are sitting between Q and T, who is 29 years old. P is not the neighbour of U. R is not sitting to the left of Q. Who among the following sits third to the left of W?

Study the following information carefully and answer the questions given below: Eight persons P, Q, R, S, T, U, V and W are sitting in a straight line and facing north direction. Their ages are, 12, 14, 18, 26, 29, 35 ,42 and 67. The one who is 12 years old is 4^(th) to the left of the eldest person, who is sitting at the end. The sum of the ages of S and Q is equal to P. S is not the youngest person. S and W are neighbours of Q. R’s age is not an even number and he is older than W and younger than U. Only 3 persons are sitting between S and U. Only 2 persons are sitting between Q and T, who is 29 years old. P is not the neighbour of U. R is not sitting to the left of Q. Which of the following pair is neighbour of U?