If the cost of $25$ tables is $R s 31625$ , then:
$9$ such tables can be purchased for $R s____$

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Solution

Given that,
cost of $25$ tables $=$ $R s 31625$
Assume, cost of $9$ tables $=$ $R s x$
In proportion, it can be written as
$25 t a b l e s : 9 t a b l e s : : R s 31625 : x$
Therefore,
$\frac{25 t a b l e s}{9 t a b l e s} = \frac{R s 31625}{x} x = R s \frac{9 \times 31625}{25} x = R s 11385$

Hence, $9$ such tables can be purchased for $R s 11385$

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If the cost of 25 tables is Rs31625, then:9 such tables can be purchased for Rs____

Given that,cost of 25 tables = Rs31625Assume, cost of 9 tables = RsxIn proportion, it can be written as25tables:9tables::Rs31625:xTherefore,25tables9tables=Rs31625xx=Rs9×3162525x=Rs11385 Hence, 9 such tables can be purchased for Rs11385

If the cost of $25$ tables is $R s 31625$ , then:
$9$ such tables can be purchased for $R s____$