Question

The slope of the line x-6y=-30 is ?​

Answer 1

`\displaystyle (1)/(6) = x`

Explanation:

Convert this Standard Equation to Slope-Intercept Form [y = mx + b], where b represents the y-intercept and the rate of change [slope] is represented by m:

x - 6y = −30

- x - x

_________

`\displaystyle (-6y)/(-6) = (-x - 30)/(-6) \\ \\ y = (1)/(6)x + 5`

So, the slope of the line x - 6y = 30−, is ⅙.