Answer:
5/6
Explanation:
Since parallel lines have the same slope, just find the slope of this equation: 5x-6y=30
In order to find the slope, solve for y:
5x-6y=30
5x=30+6y ==> add 6y on both sides so that y is positive
5x-30=6y ==> isolate y by subtracting 30 on both sides
y=(5x-30)/6 ==> isolate y by dividing both sides by 6
y=5x/6 - 30/6 ==> divide each term in the parantheses by 6
y=5x/6 - 5 ==> simplify
y=x * 5/6 - 5 ==> Hence, the coefficient of x is 5/6
The slope is 5/6.