$\frac{272}{4}-18\times 6+\sqrt[3]{1331}=?$ What value should come in place of question mark?

The correct option is – 29.

To find the value that comes in place of the question mark, we evaluate the expression step-by-step using the BODMAS / PEMDAS rule:

$\frac{272}{4}-18\times 6+\sqrt[3]{1331}=?$

Step 1: Perform Division
Divide 272 by 4:

$\frac{272}{4}=68$

Step 2: Perform Multiplication
Multiply 18 by 6:

$18\times 6=108$

Step 3: Calculate the Cube Root
Find the cube root of 1331:

$\sqrt[3]{1331}=11$

Step 4: Substitute and Simplify
Substitute the calculated values back into the expression:

$=68-108+11$

First, subtract 108 from 68:

$68-108=-40$

Next, add 11:

$-40+11=-29$

Hence, the correct value in place of the question mark is – 29.