Understanding ALL Operations with Integers

The location of $$\left[p+q\right]$$  on the number line will be to the RIGHT of $$p$$  if $$q$$  is...

The location of $$\left[p+q\right]$$  on the number line will be to the LEFT of $$p$$  if $$q$$  is...

The value of $$\left[-p+q\right]$$   will be POSITIVE if $$q$$  is...

Choose ALL that apply:

The value of $$\left[-p+q\right]$$   will be NEGATIVE

if $$q$$  is...

The value of $$\left[p-q\right]$$  will be POSITIVE if the value of $$q$$  is...

If  the value of $$q$$  is NEGATIVE, the value of $$\left[p-q\right]$$  will be...

If $$q$$  is NEGATIVE and $$\left|-q\right|>\left|-p\right|$$  

the value of $$\left[-p-q\right]$$  will be...

The value of   $$p\left(q\right)$$ will be POSITIVE if $$q$$  is...

The value of   $$p\left(q\right)$$ will be NEGATIVE if $$q$$  is...

The value of   $$-p\left(q\right)$$ will be POSITIVE if $$q$$  is...

The value of   $$-p\left(q\right)$$ will be NEGATIVE if $$q$$  is...

Which of the following will have a POSITIVE value?

Choose ALL that apply.

Which of the following will have a NEGATIVE value?

Choose ALL that apply.

How are you feeling about reasoning abstractly with integer operations?