To solve this problem, let's calculate step by step:

1. Gabbar offers to give Sambha 50% of the total amount after deducting his share. So, Sambha will get 50% of the remaining amount.

Remaining amount after deducting Gabbar's share = 100% - 50% = 50%

1. Sambha then offers to give 25% of the remaining amount after deducting his share to the Kalia family. So, the Kalia family will get 25% of the remaining amount.

Remaining amount after deducting Sambha's share = 100% - 25% = 75%

1. The remaining amount is now divided among the three of them (Gabbar, Sambha, and the Kalia family) equally.

Let's calculate the final amount received by each:

Amount received by Gabbar = Remaining amount * (1/3) Amount received by Sambha = Remaining amount * (1/3) Amount received by Kalia family = Remaining amount * (1/3)

Now, let's calculate the final amount received by Sambha:

Amount received by Sambha = Remaining amount * (1/3) = (75% of the original amount) * (1/3) = (75/100) * (1/3) * 50000 = 18750

Therefore, the correct answer is option C) 18750.

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