If '#' represents ' - ', '' @ ' represents '(×)', '(\ )' represents ' + ' and '(\%)' represents '( 1)', then what is the value of (20 ~\ ~ 15) (\#) 10 @ (45 ~\%~ 15) ?

English and Logical Reasoning Prep Guide

English and Logical Reasoning Prep Guide · Logical Reasoning · Mathematical Operations

If '#' represents ' - ', '' @ ' represents '(×)', '(\ )' represents...

If '#' represents '

-

', ''

@

' represents '(\times)', '(\

)' represents '

' and '(\%)' represents '(\div 1)', then what is the value of (20 ~\$~ 15) (\#) 10

@$ (45 ~\%~ 15) ?

A. 5

Given Equation: 20 (\

) 15 (\#) 10

(45 ~\%~ 15=) ? Decoding the given information: \$(<table class="qx-match-list qx-match-table" border="1" cellpadding="6" cellspacing="0"><tr><td>Symbol</td><td>\#</td><td>@</td><td>\</td></tr><tr><td>Meaning</td><td>-</td><td>\times</td><td>+</td></tr></table>) Now replacing the sign from left to right using BODMAS Rule, we get: \$(

\begin{aligned}& \Rightarrow 20+15-10 \times \underline{45 \div 15}=? \\ & \Rightarrow 20+15-\underline{10 \times3}=? \\ & \Rightarrow \underline{20+15}-30=? \\ & \Rightarrow \underline{\mathbf{3 5}-30}=\mathbf{5} . \end{aligned}

$) Hence, the correct option is "Option 1".