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

How to know if you're being selfish (and whether or not that's bad) - Mark Hopwood


3m read
·Nov 8, 2024

In the kitchen at a friend's party, you're in the midst of a profound moral conundrum. Famous philosophers whisper advice in your ear. Utilitarian John Stuart Mill tells you that one should always strive to bring about the greatest happiness for the greatest number of people. Aristotle reminds you of the importance of the virtues of generosity and justice.

But Thomas Hobbes points out that "of all voluntary acts, the object is to every man his own good." In other words, human beings are inherently selfish anyway. So why shouldn't you take the last cupcake for yourself? This is actually one of philosophy's oldest questions. Not your cupcake dilemma—the question of whether or not human beings are inherently selfish.

The idea that humans only act out of self-interest is known as psychological egoism, and there aren't many philosophers who endorse this extreme stance. There's simply too much evidence of humans sacrificing their self-interest, and sometimes their very lives, for the sake of others. And studies by psychologists have shown that even very young children demonstrate helpful behavior despite there being nothing in it for themselves.

However, the idea that all humans have a deep selfish streak is something many more philosophers would agree with. German philosopher Immanuel Kant noted that while we often seem to act for the sake of others, it's impossible to be sure we're not truly motivated by "a secret impulse of self-love." For example, maybe when people make large donations to charity, they're actually more interested in looking good or benefiting from tax breaks than helping others.

It's worth noting that not all philosophers think self-love is always a bad thing. French philosopher Jean-Jacques Rousseau identified two kinds of self-love. He believed "Amour de soi," our basic need for self-preservation, is natural and essential. But he identified "amour propre," our toxic desire for recognition and social status, as the cause of many unjust disparities.

In a similar vein, Aristotle argued that humans are social beings who can only flourish when we seek the good of others as well as ourselves. By this logic, true self-love requires us to work against our selfish tendencies. For many philosophers, this is where the real problem lies—how do we overcome our selfishness?

Some, like Kant, have argued that our sense of moral duty is what helps us rise above our narrow self-interest. Others, like Rousseau and Adam Smith, contend that emotions like pity and sympathy are what allow us to consider the needs of others. But 20th-century philosopher-novelist Iris Murdoch believed the only true solution to human selfishness was love. Or at least, a certain kind of love.

For Murdoch, selfishness isn't about trivial things like taking the last cupcake. It's about seeing the world in a way that casts yourself as a star, and everyone else as secondary characters. To explain this, Murdoch tells the story of a discontented mother-in-law. While the mother is always polite, she secretly feels her son made a mistake marrying his "vulgar" and "tiresomely juvenile" wife.

To Murdoch, this mother is the picture of selfishness. By centering her own jealousy and insecurity, she's reducing the nuanced reality of her daughter-in-law to a caricature. But with some conscious effort, Murdoch believes the mother can learn to see her daughter-in-law as she truly is—not vulgar or juvenile, but refreshingly straightforward and delightfully youthful.

To be clear, this doesn't mean the mother should simply don rose-colored glasses. Love, as Murdoch defines it, is "the extremely difficult realization that something other than oneself is real." As challenging as this might be, Murdoch believes we can all reach this realization by cultivating what she calls attention.

Partially inspired by Buddhist meditation, this practice could include engaging with art, learning foreign languages, or simply taking the time to observe the natural environment. What's important for Murdoch is that the behavior helps direct your attention beyond the self. Because only by practicing our ability to attend to the world around us can we learn to see it as it truly is.

More Articles

View All
The More You Try, The Worse You Feel | On Mood Swings
Wise people of the past have emphasized the impermanence of things. Consider Marcus Aurelius, repeatedly contemplating the transience of everything and how we all eventually fall away in the face of death. Or how Lao Tzu mentioned that a violent wind does…
Bad Investing Mistakes That Make Me Cringe...
Hey guys, welcome back to the channel! In this video, we’re going to be talking about three specific investing mistakes that, in all honesty, these ones like really make me cringe. Like, not gonna lie! And in all honesty, I see people make these mistakes …
Want to Get SUPER Rich? Sacrifice These 17.
When you see millionaires and billionaires in the world’s wealthiest people, you have to be 100% sure that they reached this financial status as a result of sacrifices. Every one of them gave up a lot to get to where they are today. Sacrifice is what sets…
Krystle Wright Climbs to Capture a Perfect Photo in Moab | Photographer | National Geographic
Today is definitely the day for us to nail this project. We’re all here on a time-sensitive schedule. Thankfully, we found the perfect climb. Angela’s never climbed Seventh Serpent before, but she’s definitely a phenomenal climber. You can throw Angela in…
Standard cell potential | Applications of thermodynamics | AP Chemistry | Khan Academy
Standard cell potential, which is also called standard cell voltage, refers to the voltage of an electrochemical cell when reactants and products are in their standard states at a particular temperature. For a zinc-copper galvanic cell, solid zinc reacts …
2015 AP Calculus AB 5d | AP Calculus AB solved exams | AP Calculus AB | Khan Academy
Part D given that F of one is equal to three, write an expression for f f of x that involves an integral. Since it involves an integral, we can assume it’s going to involve F prime somehow, especially since they’ve given us so much information about F pri…