If x is a whole number, y is an integer, and z is the opposite of the negative of c, find the answer to this equation if c=5. x/2y-(z)=?

Question

If x is a whole number, y is an integer, and z is the opposite of the negative of c, find the answer to this equation if c=5.  x/2y-(z)=?

anonymous · Answer

z is the opposite of the negative of c

isn't that just a convoluted way to saying z=c

anonymous · Answer

you have 
x is a whole a number
y is an integer, which means a whole number
z = opposite of -c, opposite of -c would be positive c

myininaya · Answer

yes opposite of a negative gives the original result

anonymous · Answer

so you have 
z=c, so z = 5

$$x/(2y) - z = 0$$ I guess here

anonymous · Answer

merci for the help. (:

myininaya · Answer

i'm sorry but what kindof question is this lol

myininaya · Answer

don't answer that

myininaya · Answer

so this is the only info you were given?

myininaya · Answer

why did you set it = to zero dpflan?

myininaya · Answer

why is it called an equation?
that is an expression

anonymous · Answer

i don't know, typo probably.

myininaya · Answer

ok so i guess this is what you have and this is the answer since this is all we know
$$\frac{x}{2y}-5$$