Question:
Observe the following pattern and supply the missing number.
\(11^2 = 121\)
\(101^2 = 10201\)
\(10101^2 = 102030201\)
\(1010101^2 = …\)
\(...^2= 10203040504030201\)
Observe the following pattern and supply the missing number.
\(11^2 = 121\)
\(101^2 = 10201\)
\(10101^2 = 102030201\)
\(1010101^2 = …\)
\(...^2= 10203040504030201\)
\(11^2 = 121\)
\(101^2 = 10201\)
\(10101^2 = 102030201\)
\(1010101^2 = …\)
\(...^2= 10203040504030201\)
Updated On: Nov 29, 2023
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Solution and Explanation
By following the given pattern, we obtain
\(1010101^2 = 1020304030201\)
\(101010101^2 = 10203040504030201\)
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