English, asked by as4713135, 8 months ago

what is the problem of legal language in India.Explain

Answers

Answered by Anonymous
1

Answer:

Every country has its own national language through which the day-to-day affairs goes between the people in that country. India being a diverse country with different languages, dialects, religions, regions, and cultures, has a problem of lingua franca.. Each region has its own language in which it was supreme

hope it helps ❤️

Answered by harshb1410
0

Answer:

Answer:

Let the Numerator be n and Denominator be (n - 5) of the Fraction.

If 9 is subtracted from the numerator and 1 is added to the denominator, the number becomes 7/2

\underline{\bigstar\:\textsf{According to the given Question :}}

★According to the given Question :

\begin{gathered}:\implies\sf \dfrac{Numerator-9}{Denominator+1}=\dfrac{7}{2}\\\\\\:\implies\sf \dfrac{n-9}{(n - 5)+1}=\dfrac{7}{2}\\\\\\:\implies\sf \dfrac{n-9}{n - 4}=\dfrac{7}{2}\\\\\\:\implies\sf 2(n - 9) = 7(n - 4)\\\\\\:\implies\sf 2n - 18 = 7n - 28\\\\\\:\implies\sf 28 - 18 = 7n - 2n\\\\\\:\implies\sf 10 = 5n\\\\\\:\implies\sf \dfrac{10}{5} = n\\\\\\:\implies\sf n = 2\end{gathered}

:⟹

Denominator+1

Numerator−9

=

2

7

:⟹

(n−5)+1

n−9

=

2

7

:⟹

n−4

n−9

=

2

7

:⟹2(n−9)=7(n−4)

:⟹2n−18=7n−28

:⟹28−18=7n−2n

:⟹10=5n

:⟹

5

10

=n

:⟹n=2

\dag\:\underline{\boxed{\sf Original\:Fraction=\dfrac{n}{n-5} = \dfrac{2}{ - \:3} = \dfrac{ - \:2}{3} }}†

OriginalFraction=

n−5

n

=

−3

2

=

3

−2

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