Goutham, Vignesh, Pavan, Herman and Kushagra went to arena to play Laser Tag. After the game was over they got score cards which showed the scores of each of them individually as shown below. Whose scored highest?

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Solution

We can compare two numbers by comparing their place values. So by comparing the place values, all have score in five digits
So compared with ten thousand places, everyone has 9.
So compare the thousand places, everyone has 8.
So compared to the hundred places, pavan and goutham has a maximum digit 9.
So compare the tenth place with pavan and goutham, goutham has the maximum digit 1.

we can find that Goutham scored the maximum, i.e. 98910.

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Goutham, Vignesh, Pavan, Herman and Kushagra went to arena to play Laser Tag. After the game was over they got score cards which showed the scores of each of them individually as shown below. Whose scored highest?

Goutham, Vignesh, Pavan, Herman and Kushagra went to play arena to play Laser Tag. After the game was over they got score cards which showed the scores of each of them individually as shown. Whose score is the highest?

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$\begin{matrix} Herman & Vignesh & Pavan & Goutham & Kushagra 98674 & 98759 & 98908 & 98910 & 98798 \end{matrix}$

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$\begin{matrix} Hemaan & Vignesh & Pavan & Goutham & Kushagra 98674 & 98759 & 98908 & 98910 & 98798 \end{matrix}$

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Goutham, Vignesh, Pavan, Herman and Kushagra went to arena to play Laser Tag. After the game was over they got score cards which showed the scores of each of them individually as shown below. Whose scored highest? __

Goutham, Vignesh, Pavan, Herman and Kushagra went to arena to play Laser Tag. After the game was over they got score cards which showed the scores of each of them individually as shown below. Whose scored highest?

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