Sampling techniques can be used to estimate physical quantities. To estimate a large quantity, you might measure a representative small sample and nd the total quantity by \"scaling up." To estimate a small quantity, you might measu several of the smal! quantities together and "scale down." In the following problem, describe an estimation technique. How many stars are visible in the sky on the clearest, darkest nights in your hometown? How could this estimate be made? 0 A. Try to count all of the stars that you see as best as you can. Usually, it you square the number of stars you counted, it equals the real number of stars in the sky. 0 B. Try to count all of the stars that you see as best as you can. O [2. Divide the sky into small sections. Count the amount of stars in one small section of the sky. Divide the counted number of stars by the number of sections that the sky was divided into. C) D. Divide the sky into small sections. Count the amount of stars in one small section of the sky. Multiply the counted number of stars by the number of sections that the sky was divided into