So Much in That Formula

For those who love calculus 🤝 change in the value of quantity new value old value minus rate of change of quantity limit with respect to time divided by time interval tends to zero (becomes very small) So much in that excellent formula

A social-media screenshot shows a calculus derivative formula labeled with explanations of each part, followed by Elon Musk replying, “So much in that excellent formula.” The joke is that the formula is presented as if it contains an overwhelming amount of meaning, making it a reaction to something impressively dense or intellectually satisfying. EN: A social-media screenshot shows a calculus derivative formula labeled with explanations of each part, followed by Elon Musk replying, “So much in that excellent formula.” The joke is that the formula is presented as if it contains an overwhelming amount of meaning, making it a reaction to something impressively dense or intellectually satisfying.

• @pokupkabitka / 42862 2024-07-17