The constant in the equation -2x = 5y + 6 is found by rearranging the equation to 0 = 5y + 2x + 6, revealing that the constant is 6.
To find the constant in the equation -2x = 5y + 6, we need to arrange the equation such that it equals zero. Here, the 'constant' refers to the term without any variables, in this case, it is 6. We want the equation to be in the form of 0 = ax + by + c where c is the constant.
Following these steps:
- Bring all terms to one side of the equation by adding 2x to both sides.
- This results in 0 = 5y + 2x + 6.
So, the constant in the given equation is 6.