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

Become Who You're Afraid To Be | The Philosophy of Carl Jung


3m read
·Nov 4, 2024

Most people are afraid to fully be themselves. They’re afraid to embrace the parts of themselves that might be regarded as unacceptable because embracing these unacceptable parts makes them feel uncomfortable. So, to escape this uncomfortableness, they divide themselves into two halves: conscious and unconscious.

In the conscious-half, they construct an ideal image of themselves: an image formed out of the bits and pieces of their past that they deem as good and acceptable. And as a result, in the unconscious-half, they repress the parts of themselves that they view as bad and unacceptable. In Jungian psychology, this repressed part of the personality is called /The Shadow/.

And unless The Shadow is integrated into the personality, a person can never reach their fullest potential. Instead, one will always remain incomplete, fractured, and partial—living a life of regret rather than the full life that could have been.

Imagine, for example, that I’ve solved a few equations and convinced myself that I’m a great mathematician. I might meet a few friends and they tell me that they have a math club. They gather every weekend and try to have a crack at math’s most difficult problems. This scares me because if I join, I’ll no longer get to be the ‘great mathematician’ that I’ve convinced myself I am.

Instead, I’ll be a concrete person with actual strengths and weaknesses. And in this scenario, there are two possible actions I can take. The first action is to run from my shadow and let it grow. I refuse to join the math club and realize my own weaknesses as a mathematician. I get to cling to the ideal image of myself as a great mathematician, but as a result, I lose the opportunity to actually become one.

The second action is to come into contact with my shadow and integrate it. I join the math club and realize that I’m not the great mathematician that I thought I was. In the short term, this hurts. I discover that I’m not very good at geometry, but also that I excel in differential equations. I become measured with my colleagues. I have an actual place and rank among other mathematicians.

In reality, I realize I’m not the great mathematician I thought I was, but now I open up the possibility of actually becoming one. I can actually improve my skills and rank. In the long run, this ends up being the best decision I’ve ever made.

See, in a way, we often prefer to be pure potential. We convince ourselves we /could be/ whatever we wanna be but don’t actively work to /actually/ be something. We just comfort ourselves with the idea that we could be something if we wanted to.

This is because when we work towards something, we start feeling our weight in the world. We’re measured and ranked. We’re quantified and actual. And this actual reality is often less pleasurable to live in than our ideal fantasy. But it’s real, not a fantasy. And reality can be improved, but a life of fantasy always ends in tragedy.

The path to self-improvement starts with self-acceptance. Only by embracing and integrating our shadow, by accepting the ugly parts of ourselves, by becoming who we’re afraid to be, can we reach our fullest potential.

But if we reject our shadow, if we pick and choose the parts of our past, personality, and behavior that we like and repress the parts of ourselves we fear, we become incomplete and partial. And instead of living a full, whole life, we live one full of regrets.

But it’s up to you to decide: in Jungian terms, will you embrace your shadow or reject it? Would you rather fail in actuality or succeed in mere hypotheticals?

More Articles

View All
Photosynthesis in ecosystems | Middle school biology | Khan Academy
When you look at a rain forest ecosystem like this, one of the obvious questions may be: where do these plants come from? How do they grow? They’re growing all the time, getting larger and larger and larger. Where does that mass, where does that matter co…
Now in Their 70s, Two Friends Return to the Arctic for One More Adventure | Short Film Showcase
I was looking through my journal from our first trip here 35 years ago. One of the things that struck me as I was reading it, I had hiked up to the top of one of the peaks here and had to turn around and come down. Because you don’t spend all of your time…
Probably not.
Should I be spending money to market my free app? The answer is no. You should not be spending money to acquire users for your free app. It’s going to make a bunch of numbers go up, and all of those numbers are going to go back down. You will find yoursel…
NEW IRS TAX FOR VENMO AND PAYPAL USERS! #shorts
So there’s a lot of confusion about a new IRS tax code that requires you to report your Venmo and PayPal transactions to the IRS if you receive more than $600 a year beginning on January 1st. But here’s what most people are not telling you: even though t…
Worked example: Derivatives of sin(x) and cos(x) | Derivative rules | AP Calculus AB | Khan Academy
What we want to do is find the derivative of this G of X. At first, it could look intimidating. We have a s of X here, we have a cosine of X, we have this crazy expression here, we have a pi over cube root of x. We’re squaring the whole thing, and at firs…
Understanding factor pairs
What we’re going to do in this video is talk about factors and factor pairs. Now when we talk about factors, these are really numbers that can be multiplied together to make some number. So for example, if I were to talk about factors of 6, I could multip…