Kiran spent $R s . 6 x$ on a book, $R s . 6$ on food and had $R s .18$ left. what was the sum of money she had at first? Express your answer in terms of $x$ .

R s . (6 x + 18)

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R s . (6 x + 24)

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R s . 64 x

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R s . 24 x

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Solution

The correct option is B $R s . (6 x + 24)$
Amount spent on book $= R s . 6 x$
Amount spent on food $= R s . 6$
Total amount spent $= R s . (6 x + 6)$
Amount left with Kiran $= R s . 18$
$∴$ Amount she had at first $= R s . (6 x + 6 + 18)$
$= R s . (6 x + 24)$

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Kiran spent Rs.6x on a book, Rs.6 on food and had Rs.18 left. what was the sum of money she had at first? Express your answer in terms of x.

The correct option is B Rs.(6x+24)Amount spent on book =Rs.6xAmount spent on food =Rs.6Total amount spent =Rs.(6x+6)Amount left with Kiran =Rs.18∴ Amount she had at first =Rs.(6x+6+18) =Rs.(6x+24)

Kiran spent $R s . 6 x$ on a book, $R s . 6$ on food and had $R s .18$ left. what was the sum of money she had at first? Express your answer in terms of $x$ .

The correct option is B $R s . (6 x + 24)$
Amount spent on book $= R s . 6 x$
Amount spent on food $= R s . 6$
Total amount spent $= R s . (6 x + 6)$
Amount left with Kiran $= R s . 18$
$∴$ Amount she had at first $= R s . (6 x + 6 + 18)$
$= R s . (6 x + 24)$