02. Why did he say that i had no human fears.
Answers
Explanation:
♣ Given:−
The Denominator of a Rational Number is 5 less than the Numerator.
If 5 is added to the numerator, then it becomes 11/6.
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\large \bf \clubs \: To \: Find :-♣ ToFind:−
The Original Rational Number.
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\large \bf \clubs \: Solution :-♣ Solution:−
Let Numerator and Denominator of Original Rational Number be :
Numerator = x
Accordingly :
Denominator should be = x - 5
So,
\sf Original \: Number \: is : \mathtt{\dfrac{x}{ x - 5} }OriginalNumberis: x−5x
When 5 is added to the Numerator :
\sf Number \: Becomes : \mathtt{ \dfrac{x + 5}{x - 5} }NumberBecomes: x−5x+5
According To Question :
\begin{gathered}\mathtt{ \dfrac{x +5}{x - 5} } = \frac{11}{6} \\ \\ \large : \longmapsto \mathtt{6(x + 5) = 11(x - 5) } \\ \\ \large : \longmapsto \mathtt{6x + 30 = 11x - 55 } \\ \\ \large : \longmapsto \mathtt{5x = 85} \\ \\ \large :\longmapsto \tt x = \cancel\frac{85}{5} \\ \\ \Large\purple{ :\longmapsto \underline {\boxed{{\bf x = 17} }}}\end{gathered}x−5x+5=611:⟼6(x+5)=11(x−5):⟼6x+30=11x−55:⟼5x=85:⟼x=585:⟼x=17
Hence,
\sf Original\: Number\: is : {\dfrac{17}{ 17 - 5}}OriginalNumberis:17−517
That Is :
\underline\pink{\maltese \:\:\underline{\mathfrak{Original\:Rational \:Number=\dfrac{17}{12}}}}✠OriginalRationalNumber=1217
\begin{gathered} \Large\red{\mathfrak{ \text{W}hich \:\:is\:\: the\:\: required} }\\ \LARGE \red{\mathfrak{ \text{ A}nswer.}}\end{gathered} Whichistherequired Answer.
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