Identify the rightmost representation in the multiplication of 101,102, 103 using Nikhilam method of Vedic method:

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answer is C.

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Detailed Solution

Concept: The Nikhilam Sutra's algorithm
The given numbers must be taken as the base value (B) . By the specified multiplication, this base value should be in powers of 10, 100, and 100.
Write the additional number that is closer to the base in the LHS and RHS parts after subtracting or adding it.
The final output is composed of two parts: LHS and RHS, which are separated by a vertical line.
There, we must use the Nikhilam method of Vedic mathematics to calculate the multiplication of 101, 102, and 103.
The figures provided are nearer to the base of 100.
The provided numbers can be represented as follows:
101=100+1
102=100+2
103=100+3.
Think about the RHS's numbers that come after 100. therefore 1, 2, and 3 will be the numbers.
When we combine these numbers together, we get 6.
Since the base in this case is 100, the answer is assumed to be 06 rather than 6.
So, utilizing the Nikhilam method of Vedic method 06, we may state that the rightmost representation in the multiplication of 101, 102, and 103.
Hence, the correct answer is option 3.

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