Math, asked by HemNandini, 9 months ago

please tell its answer with solution​

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Answered by Anonymous
3

\huge\purple{\underline{\underline{\pink{Ans}\red{wer:-}}}}

\sf\orange{Given;}

\sf{(1) \ 12 \ percent \ Rs \ 100 \ shares \ at \ Rs \ 120}

\sf{(2) \ 8 \ percent \ Rs \ 100 \ shares \ at \ Rs \ 90}

\sf\green{\underline{\underline{Solution:}}}

\sf{For \ (1)}

\sf{F.V.=Rs \ 100}

\sf{M.V.=Rs \ 120}

\sf{Discount=12 \ percent \ of \ F.V.}

\sf{Discount=\frac{12}{100}×100}

\sf{Discount=Rs \ 12}

\sf{Rate \ of \ return=\frac{Discount}{M.V.}×100}

\sf{Rate \ of \ return=\frac{12}{120}×100}

\sf{\therefore{Rate \ of \ return=12 \ percent}}

\sf{For \ (2)}

\sf{F.V.=Rs \ 100}

\sf{M.V=Rs \ 90}

\sf{Discount=8 \ percent \ of \ F.V.}

\sf{Discount=\frac{8}{100}×100}

\sf{Discount=Rs \ 8}

\sf{Rate \ of \ return=\frac{Discount}{M.V.}×100}

\sf{Rate \ of \ return=\frac{8}{90}×100}

\sf{Rate \ of \ return=8.89 \ percent}

\sf{Rate \ of \ return \ for \ first \ is \ higher.}

\sf\purple{\tt{\therefore{12 \ percent \ Rs \ 100 \ for \ Rs \ 120 \ is \ more \ profitable}}}

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