In the Arcade game, the top score is 600. Find the scores Kiko and Kino Jr. should score to beat the top score if the sum of their L1 & L2 scores is 400.

100

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200

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300

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400

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Solution

The correct option is B 200
We know that, 400 + 200 = 600
Kiko and Kino Jr. should score 200 more to beat the top score.

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Directions: Answer the questions based on the information given below.
During the recent India- Australia bilateral 7 one-day international matches series Dhawan, Rohit and Kohli were in tremendous form and combinedly scored 7 centuries in these 7 games. Further, it is also known about their scores in the series:
1. In each game exactly one batsman scored a century.
2. Each of these three players scored at least one century and no two batsmen scored an equal number of centuries.
3. Rohit did not score a century in the 2nd game and Kohli scored a century in the last game.
4. Dhawan did not score a century in the 1st and 4th game.
5 The player who scored a century in the 2nd game did not score a century in the 5th game.
6. The player who scored a century in the 4th game also scored a century in the 6th game.
7. The player who scored a century in the 3rd game did not score a century in the 1st game.
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In the Arcade game, the top score is 600. Find the scores Kiko and Kino Jr. should score to beat the top score if the sum of their L1 & L2 scores is 400.

The correct option is B 200We know that, 400 + 200 = 600 Kiko and Kino Jr. should score 200 more to beat the top score.

The correct option is B 200
We know that, 400 + 200 = 600
Kiko and Kino Jr. should score 200 more to beat the top score.