Math, asked by Mehekjain, 9 months ago

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 \huge {\red {\mathtt {\overbrace {\pink {\underbrace{Spammers \: Stay \: away .}}}}}}....

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 \huge {\red {\mathtt {\overbrace {\pink {\underbrace{The\:would\:be\:marked\:as\:Brainliest}}}}}}....


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Answers

Answered by Anonymous
10

\Large{\underline{\underline{\mathfrak{\bf{\red{Solution}}}}}}

\Large{\underline{\mathfrak{\bf{\orange{Given}}}}}

  • The Number whose square is equal to difference of the square 75.15 & 60.12

\Large{\underline{\mathfrak{\bf{\orange{Find}}}}}

  • Value of Number .

\Large{\underline{\underline{\mathfrak{\bf{\red{Explanation}}}}}}

Let,

  • Number be = x

A/C to question,

:\mapsto\tt{\:x^2\:=\:(75.15)^2-(60.12)^2} \\ \\ :\mapsto\tt{\:x^2\:=\:5647.5225-3614.4144} \\ \\ :\mapsto\tt{\:x^2\:=\:2033.1081} \\ \\ :\mapsto\tt{\:x\:=\:\sqrt{2033.1081}} \\ \\ :\mapsto\tt{\:x\:=\:sqrt{45.09\times45.09}} \\ \\ :\mapsto\tt{\blue{\:x\:=\:45.09}}

\Large{\underline{\mathfrak{\bf{\orange{Hence}}}}}

  • Value of x be = 45.09

\Large{\underline{\mathfrak{\bf{\orange{Since}}}}}

  • Answer will be option number (1).

__________________

Answered by Anonymous
7

Solution

Let the number be=x.

  • whose square is equal to difference of the square 75.15amd 60.12.

\rule{150}2

According to question

\implies x^{2} = (75.15)^2-(60.12^2) \\ \implies x^{2}=5647.5225-3614.4144 \\ \implies x= 2033.1081 \\ \implies x=\sqrt{2033.1081} \\ \implies \sqrt{45.09×45.09} \\ \implies 45.09

\longrightarrow{\bf{\red{\fbox{\fbox{x=45.09}}}}}

\rule{300}2

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