root 16/x = 2 then x = ?
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Hey mate !
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
When we will solve √16 ;
√4 × 4 = 4
Now,
Verification ;
√16 / x = 2
=> 4 / x = 2
=> 4 / 2 = 2
=> 2 = 2
Hence, LHS = RHS.
Therefore, value of x = 2.
________________________
Thanks for the question !
☺☺☺
________________________
When we will solve √16 ;
√4 × 4 = 4
Now,
Verification ;
√16 / x = 2
=> 4 / x = 2
=> 4 / 2 = 2
=> 2 = 2
Hence, LHS = RHS.
Therefore, value of x = 2.
________________________
Thanks for the question !
☺☺☺
vishvrajsinghmpb0lh7:
wrong
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