$\sqrt[3]{1331} + \sqrt[3]{1728} = ?$

If in a long division sum,the dividend is $380606$ and the successive remainders from the first to the last are $434, 125,$ and $413,$ then the divisor is:

Find the least number which must be added to $15463$ so that the resulting number is exactly divisible by $107$?

If $3/4$ of a number is $7$ more than $1/6$ of the number,then $5/3$ of the number is:

$7372 \times 7372 + 7372 \times 628 = ?$

The product of three consecutive even numbers is $4032$. The product of the first and the third number is $252$. What is five times the second number?