Question

If ${}^{\prime }{÷}^{\prime }$ is ${}^{\prime }{+}^{\prime }$, ${}^{\prime }{\times }^{\prime }$ is ${}^{\prime }{-}^{\prime }$, ${}^{\prime }{-}^{\prime }$ is ${}^{\prime }{÷}^{\prime }$ and ${}^{\prime }{+}^{\prime }$ is ${}^{\prime }{\times }^{\prime }$ then what is the value of $20÷4\times 12-6+11$.

• A. $2$
• B. $5$
• C. $56$
• D. $65$

Answer 1

The correct option is A $2$

After all the substitutions of sign,

=$20+4−12÷6×11$

We will solve it according to the rules of BODMAS

So, $=20+4-2X11$

$=24-22$

$=2$

Hence, Option A is correct