-1442- 48 - - - 22-216

The correct option is C 11Here, [(144)62 ÷ 48 × ?] ÷ 22 = 216 We follow the BODMAS rule. So, [144 × 144/48× ?] ÷ 22 = 216 ⇒ (432 × ?) ÷ 22 = 216 ⇒ (432 × ?) = ...

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Quantitative Aptitude

Divisibility Rule for 7 & 13

[1442÷ 48 × ?...

Question

$[(144)^{2} \div 48 \times ?] \div 22 = 216$

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Solution

The correct option is C 11
$H e r e, [(144) 62 \div 48 \times ?] \div 22 = 216$
We follow the BODMAS rule.
$S o, [\frac{144 \times 144}{48} \times ?] \div 22 = 216 \Rightarrow (432 \times ?) \div 22 = 216 \Rightarrow (432 \times ?) = 216 \times 22 \Rightarrow ? = \frac{216 \times 22}{432} = 11$

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[(144)2÷48×?]÷22=216

The correct option is C 11Here,[(144)62÷48×?]÷22=216 We follow the BODMAS rule. So,[144×14448×?]÷22=216⇒(432×?)÷22=216⇒(432×?)=216×22⇒?=216×22432=11

$[(144)^{2} \div 48 \times ?] \div 22 = 216$

The correct option is C 11
$H e r e, [(144) 62 \div 48 \times ?] \div 22 = 216$
We follow the BODMAS rule.
$S o, [\frac{144 \times 144}{48} \times ?] \div 22 = 216 \Rightarrow (432 \times ?) \div 22 = 216 \Rightarrow (432 \times ?) = 216 \times 22 \Rightarrow ? = \frac{216 \times 22}{432} = 11$