Inferences for Slope: Videos & Practice Problems

The slope means that for every $68\text{ Mpc}$ increase in distance, recessional velocity increases by $1\text{ km/s}$

The $y$-intercept means that at a distance of $0\text{ Mpc}$, the predicted recessional velocity is $150\text{ km/s}$

The slope means that for every $1\text{ Mpc}$ increase in distance, recessional velocity increases by $68\text{ km/s}$

The $y$-intercept means that at a distance of $0\text{ Mpc}$, the predicted recessional velocity is $68\text{ km/s}$

The slope means that for every $1\text{ Mpc}$ increase in distance, recessional velocity decreases by $68\text{ km/s}$

The $y$-intercept means that at a distance of $0\text{ Mpc}$, the predicted recessional velocity is $150\text{ km/s}$

The slope means that for every $1\text{ Mpc}$ increase in distance, recessional velocity increases by $68\text{ km/s}$

The $y$-intercept means that at a distance of $0\text{ Mpc}$, the predicted recessional velocity is $150\text{ km/s}$