Solve (-12)+(-2)+4?-15: Finding the Missing Number in a Sequence

Question

$(-12)+(-2)+4\text{?}-15$

Let's solve the equation:

$(-12)+(-2)+4=$

We'll locate minus 12 on the axis and move two steps to the left (since minus 2 is less than zero):

We've reached the number minus 14.

Now let's move 4 steps to the right (since 4 is greater than zero):

We've reached the number minus 10.

Therefore, the solution to the equation is:

$(-12)+(-2)+4=-10$

So the appropriate sign will be:

$-10>-15$

$>$