show calculations please! In Astronomy we often deal with distances, or lengths, that range form the very small to the very large. For instance The size of a nucleus is roughly 0.000, 000,000,00...
In Astronomy we often deal with distances, or lengths, that range form the very small to the very large. For instance The size of a nucleus is roughly 0.000, 000,000,000,001 meters and the distance to the nearest star is roughly 700,000,000,000 meters. We will talk about these numbers using scientific notation where each zero is counted as ten raised to an exponent equal to the number of zeros. Le the size of a nucleus is 1 x 10-15 and the distance to the nearest star is 7 x 10' You can review powers of Ten and Scientific notation in appendix C in your book if your a bit rusty with it. Astronomers will often use what we call Naturol Units. These units are such that we can talk about numbers which are refer to sizes which are easy to compare. We will be working with such natural units as the size of the atom, the mass of our sun, and two more illustrated below, the distanco from earth to the sun, and the distance light travels in one year. Example 1: The light-ycar (lyr) is defined as the distance that light travels in one year though a vacuum. Lets find out how far this in meters. Light travels at 2.938 x 10* m/s in a vacuum, so we just need to find out how far it will travel in a year, (29 8x10' meters) (nie) (60min.) (24hour) (mead")-9.46x iO' year year.46 x 101s meters Thus: 1 light year-9.46 x 101meters Example 2: The Astronomical Unit (A.U.) is defined as the average distance between the carth and the sun and is 1 A. U. = 1.496 × 1011 meters. Since Mars is 2.279 × 01 m from the sun lets find it's distance in Astronomical Units. 1 A.U. Mars distance from sun (2.279 x 10m) 1.496 x 10'l meters Exercises: 1) If your rusty working with units and or scientific notation, review Appendix C in your book. 2) Our nearest star is Proxima Centauri is 42lyr away. Find how far away it is in meters and astronomical units. 3) Use table E in your book to find the dwarf planet Eris's distance from the sun in light years and in light minutes.