1.

15 + y - y​

Answer»

\textbf{Question:}

\textbf{Simplify the following}

\textbf{15 + y - y}

\textbf{Answer:}

\green{15}

\textbf{Explanation:}

\textbf{Step 1:}

\textbf{<klux>SINCE</klux> two opposite add up to zero, <klux>REMOVE</klux> them from the expression}

\textbf{Why?}

\textbf{Learn why}

\textbf{Why do two opposite add up to zero?}

The Inverse Property of Addition states that two opposite add up to 0

Since adding or subtarcting 0 doesn't change the value of the expression, we can just remove it

\textbf{Step 1:}

\textbf{Example:}

\textbf{Since -5x is the opposite of 5x, their sum is 0}

\textbf{7 + 5x + (-5x) = 7 + 0}

Adding 0 won't change the value, so we can remove it

{7 +5x + (- 5x) = 7}

So now you know let's GO back to solving as i said since two opposite add up to zero, remove them from the expression

{15} \red{+ y - y}

\green{\textbf{15}}

\textbf{Hope this helps!} :)



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