Question

In a certain code language if $3+3=9$, $6-3=2$, $4\times 3=1$, $3÷2=5$, then find the value of $5+4÷24-8\times 6$ in the same code language?

• A. $9$
• B. $11$
• C. $17$
• D. $29$

Answer 1

The correct option is C $17$

Given :

$3+3=9$, $6-3=2$, $4\times 3=1$, $3÷2=1$

We know that $3\times 3=9,6÷3=2,4-3=1,3+2=5$

Comparing above two expressions we get

$+$ stands for $\times$

$-$ stands for $÷$

$\times$ stands for $-$

$÷$ stands for $+$

$\therefore$ $5+4÷24-8\times 6=5\times 4+24÷8-6=20+3-6=17$

Hence, option C is correct.