can you solve it

1. This data table has data for a set of stars that have exoplanet systems. The acceleration ratio is the slope of the acceleration vs. 1/radius' graph for the exoplanets orbiting that star. In the previous section, the acceleration ratio had a unit of m/$ 1/m . That unit simplifies to my /s', which is what we will use for the acceleration ratio here. Use the data table to make a graph of acceleration ratio vs. mass, then linearize if necessary and find the line of best fit. Star Mass Acceleration Ratio . kg m m'/s' AR Kepler-186 9.50742e+29 6.32946e+19 2 Kepler-111 1.91143e+30 1.27357e+20 3 Kepler-32 107406e+30 7.16147e+19 Kepler-80 1.4320Be+30 9.354e+19 5 Kepler-444 1.5076be+30 1.0065e+20 Kepler-20 1.81397e+30 1.21078e+20 17 Kepler-296 1.91143e+30 1.32717e+20 8 Kepler-33 2.567Be+30 1.70978e+20 9 Kepler-154 17901e+30 1.17673e+20