Math, asked by Preety4512, 1 year 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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