Math, asked by AryanUttam, 1 year ago

what is the expanded f
 \sqrt{12334}
orm

Answers

Answered by ourown09bk
0

x22267r899

this is polynomials


Answered by CarlynBronk
0

The given real number inside the square root is :

\sqrt{12334}

We will factorize 12334.

\sqrt{12334}=  \sqrt{2\times 7\times 881}

                           = √2 × √7× √881

As ,2, 7, 881  are prime number . It has no factors other than 1, and itself.

But √881 = 29.68 (approx)

√2 = 1.414 (approx)

√7 = 2.645 (approx)

→√2 × √7 × √881

= (1.414 × 2.645) × 29.68

= 3.7410 × 29.68

=111.033 → Result

But , \sqrt{12334} = 111.058

The difference came due to the reason we have taken approximated value of √2,√7 and √881.


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