Question

add to both sides :add what to both sides?
7.6·10 = 36 + 10x
76 + \square = 36 + 10x + \square

Explanation:

Step1: Simplify left side

First, calculate \(7.6 \cdot 10\), which equals \(76\). So the equation becomes \(76 = 36 + 10x\).

Step2: Determine what to add

To solve for \(x\), we usually want to isolate the term with \(x\). But in this case, the question is about adding something to both sides. Wait, maybe there's a typo or misstep. Wait, actually, if we look at the equation \(76 = 36 + 10x\), and the form given is \(76 + \square = 36 + 10x + \square\), we need to add the same number to both sides. But maybe the intended operation is to add \(-36\) to both sides? Wait, no, let's re - examine. Wait, the original equation is \(7.6\times10 = 36+10x\), which is \(76 = 36 + 10x\). If we want to get the form \(76+\square=36 + 10x+\square\), we should add the same value to both sides. Let's assume we want to move the \(36\) from the right to the left. So we add \(- 36\) to both sides.
So \(76+(-36)=36 + 10x+(-36)\)

Answer:

The number to add to both sides is \(-36\), so the blanks should be filled with \(-36\) and \(-36\) respectively.