
Find the square root of $1681$ by first principle (vargamula method)
Answer
602.1k+ views
Hint: Vargamula method is a vedic math method to find square roots of the large terms. Here Vargamula means square root.
Complete step-by-step answer:
For finding the square root by vargamulla method, write the given no in place of dividend.
${}_{81}^{4}\left| \!{\overline {\,
\dfrac{1681}{\dfrac{16\downarrow }{\dfrac{\times 81}{\dfrac{81}{\times }}}} \,}} \right. $
The answer obtained from vargamula method to find square root is $41$
$\sqrt{1681}=41$
Hence option C is correct
Note: We can easily find square roots of numbers 1 with digit any no number of digits.
It is vedic math used to determine the Square root we have.
Complete step-by-step answer:
For finding the square root by vargamulla method, write the given no in place of dividend.
${}_{81}^{4}\left| \!{\overline {\,
\dfrac{1681}{\dfrac{16\downarrow }{\dfrac{\times 81}{\dfrac{81}{\times }}}} \,}} \right. $
The answer obtained from vargamula method to find square root is $41$
$\sqrt{1681}=41$
Hence option C is correct
Note: We can easily find square roots of numbers 1 with digit any no number of digits.
It is vedic math used to determine the Square root we have.
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