Question

If $323\times 41=14323;137\times 72=27731$ and $48\times 87=7884$, then $34\times 75=$ ?

• A. $5743$
• B. $7534$
• C. $2550$
• D. $4357$

Answer 1

The correct option is A $5743$

The pattern observed here that the answer is nothing but the $2$ numbers written together but in reverse.

For example,

$323X41=$ Reverse of $\left(32341\right)=14323$

$137X72=$ Reverse of $\left(13772\right)=27731$

$48X87=$ Reverse of $\left(4887\right)=7884$

Therefore, $34\times 75=$ Reverse of $\left(3475\right)=5743$