yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Maria Mitchell: America’s First Celebrity Scientist | Big Think


2m read
·Nov 4, 2024

Maria Mitchell, whose first name is spelled like mine, MARIA but it's pronounced Maria, not Maria, is the first recognized female astronomer in America and was the first woman elected unanimously to the American Academy of Arts and Sciences.

In 1831, when she was still a teenager obsessed with stargazing, she heard that the king of Denmark had offered a gold medal valued at 20 ducats, which was a lot of money at the time, to the first person to discover a telescopic comet. It took her 16 years to master the science and the craft of observation, but she did become the first person, and C1847T1 was known for 100 years as Miss Mitchell's Comet.

Later, when she was hired to teach astronomy at Vassar, the newly established Vassar College, she was the first woman on the faculty. According to the official Handbook of College Rules, female students were not allowed to go outside after dark. This was a problem for the study of astronomy.

Mitchell fought tirelessly to overturn not just this but many other roles based on antiquated gender norms that held back women in science. Later, she was hired as the first woman to perform a non-domestic specialized skill for the U.S. federal government. She was paid $300 a year for her job as a computer of Venus for the United States Nautical Almanac.

It was a very, very mathematically rigorous job that required her to perform very complex calculations that would predict the position of Venus in the sky for years to come. In the days before GPS and satellites, this is how sailors all over the world navigated the oceans.

By the time she was 40, Mitchell had reached celebrity status as one of the most famous women in the world, which is a remarkable feat for a scientist. Even today, we don't have many celebrity scientists. But she was most beloved for her extraordinary generosity of spirit that went along with her genius.

She didn't much care for the accolades and the recognition and the celebrity, but she went out of her way to mentor and help cultivate the talents of women in science. This required that she overcame her painful shyness in order to be a public speaker, a public figure, a role model, and an educator, which she continued to be. She continued to teach right up until her death.

More Articles

View All
15 Short Books With Huge Impact
We live in a world where time is often more precious than money or many other things. But what if you could experience the joy of reading without breaking a sweat or committing to a long and draining book? Welcome, Aluxer! Today we’re talking about 15 boo…
Facebook Freebooting - Smarter Every Day 128
Hey, it’s me Destin. Welcome back to Smarter Every Day. I want to do something a little bit different today; let’s start with a story. Once there was a kingdom where wealth was determined by what sheep you owned. There was a rich man who had many, many s…
Why Is the Ocean Salty and Rivers Are Not? #shorts #kurzgesagt
Why is the ocean salty and rivers aren’t? In fact, most of the salt in the sea comes from rivers. But how can that be? It all starts with ocean water heading out on the journey. Warm surface water evaporates, the water vapor then rises to condense into cl…
Worked example: using the mass number equation | High school chemistry | Khan Academy
Hi everyone. In this video, we’re going to practice using the mass number equation. This equation represents the fact that the mass number of an atom is equal to its number of protons plus its number of neutrons. Let’s use the mass number equation to ans…
Hosain Rahman at Startup School SV 2014
Thank you for coming. I hope to do not much talking at all, and I’m going to just ask you because it’s sort of a strange thing you have this. I want you to sort of go through the chronology of the early days, yeah. Um, and talk about you really did have a…
Worked example: finding a Riemann sum using a table | AP Calculus AB | Khan Academy
Imagine we’re asked to approximate the area between the x-axis and the graph of f from x equals 1 to x equals 10 using a right Riemann sum with three equal subdivisions. To do that, we are given a table of values for f. I encourage you to pause the video …