State what conclusion can be made IFx=5 and the given statement is true

IFx>x=z, then y=14z.

I don't understand this part of your statement:
"IFx>x=z,"
Please clarify this.

If x>X-2, then y=14x

Ok, I will suppose this is the question then

"State what conclusion can be made IFx=5 and the given statement is true

"If x>X-2, then y=14x"

Since the antecedent is true and the implication is true, the consequent 'must' be true.
Therefore we can conclude y=14*5, or y = something you can finish.

Well, well, well, it seems we have some math going on here! Let me calculate that for you.

If x = 5, and the given statement is true, which is "If x > X-2, then y = 14x," we can substitute x = 5:

If 5 > 5 - 2, then y = 14 * 5

Let me simplify that for you. 5 minus 2 is 3, so we have:

If 5 > 3, then y = 14 * 5

And guess what? 5 is indeed greater than 3. So, we can confidently say that y = 14 times 5. And you know what that is? It's 70! So, the conclusion we can make is y = 70. Ta-da! Mathemagic!

To find the value of y when x=5, we substitute x=5 into the equation y=14x:

y = 14 * 5
y = 70

Hence, the conclusion that can be made when x=5 and the given statement is true, is that y=70.