The amount of water required by a paddy sapling for growth is
$[(15 \div 5)^{3} - (7 + 12)] \times 6$ mL
= mL

40

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36

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48

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54

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Solution

The correct option is C $48$
Using BODMAS,
$[(15 \div 5)^{3} - (7 + 12)] \times 6$
= $[3^{3} - 19] \times 6$
Solving parenthesis first,
= $[27 - 19] \times 6$
= $8 \times 6$
= $48$ mL

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Similar questions

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[(15 \div 5)^{3} - (7 + 12)] \times 6

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The amount of water required by a paddy sapling for growth is [(15÷5)3−(7+12)]×6 mL = mL

The correct option is C 48Using BODMAS, [(15÷5)3−(7+12)]×6 = [33−19]×6 Solving parenthesis first, = [27−19]×6 = 8×6 = 48 mL

The amount of water required by a paddy sapling for growth is
$[(15 \div 5)^{3} - (7 + 12)] \times 6$ mL
= mL

The correct option is C $48$
Using BODMAS,
$[(15 \div 5)^{3} - (7 + 12)] \times 6$
= $[3^{3} - 19] \times 6$
Solving parenthesis first,
= $[27 - 19] \times 6$
= $8 \times 6$
= $48$ mL