Find the sum of : (i) 256 and - 312. 2. Subtract : - (i) 32 from - 56. 3. Subtract the sum of - 524. 4. Subtract - 341 from the su.

To find the sum, we add the two numbers.

Subtract the smaller absolute value from the larger absolute value and keep the sign of the number with the larger absolute value.

Since 312 is negative, the result is negative.

This means we need to calculate $-56 - 32$.

When subtracting a positive number, it's equivalent to adding a negative number.

Add the absolute values and keep the negative sign.

The visible part is "Subtract the sum of $-524$".

The visible part is "Subtract $-341$ from the su".

The visible part is "The sum of two integers is".

The visible part is "Subtract the sum of $-42$ a".

$14 - (-18) + [-$
We can simplify the visible part: $14 - (-18)$.

Subtracting a negative number is the same as adding the positive number.

The rest of the expression is incomplete. The simplified visible part is $\boxed{32}$.

The visible part is "If $a = -10, b = -4$, show".

The visible part is "Find the value of:".