Math, asked by Preety4512, 10 months ago

How many rectangular tiles of size 30 cm length and breath 15cm to for rectangular hall of size 3.6m length and breadth 3m

Answers

Answered by aditiad205smf
1

Answer:

Step-by-step explanation:\bf{\underline{\underline{Given}}}

\mathsf{\star\: length \: of \:a\: tile = 30\:cm}

\mathsf{\star\: breadth \: of\: a\: tile = 15\:cm}\\ \\

\mathsf{\star\: length \: of \: the\: hall = 3.6\:m}

\mathsf{\star\: length \: of \: tiles = 3\:m}\\ \\

\bf{\underline{\underline{To\:find}}}

\mathsf{\star\: Tiles\:required\:for\:the\:hall}\\ \\

\bf{\underline{\underline{Solution}}}\\

For a rectangular tile

\mathsf{\implies\: Area = length × breadth}

\mathtt{\implies \: Area = 30\:cm × 15\:cm}

\mathtt{\implies \: Area = 450\:cm^{2}}\\ \\

For the rectangular hall

\mathsf{\implies\: Area = length × breadth}

\mathtt{\implies \: Area = 3.6\:m × 3\:m}

\mathtt{\implies \: Area = 360\:cm × 300\:cm}

\mathtt{\implies \: Area = 108000\:cm^{2}}\\ \\

\mathsf{No.\:of\:tiles\:required = {\frac{Area\:of\:hall}{Area\:of\:a\:tile}}}\\

\mathtt{\implies\: \Large{\frac{108000\:cm^{2}}{450\:cm^{2}}}}

\fbox{\large{\mathtt{\green{\implies \: 250}}}}\\ \\

∴ 250 tiles are required for the rectangular hall

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