A while ago, I came across a set of very interesting math problems, including three small questions: 1. The results of raising the numbers 1, 1.01, and 0.99 to the 365th power are respectively: 1, 37.8, and 0.03. This is a well-known "motivational formula": If a person maintains the same level and pace of learning or work for 365 days a year without any improvement, there will be no progress or development by the end of the year. If one improves by 1% each day, after 365 days, their abilities will increase by 37.8 times. However, if one declines by 1% each day, after 365 days, their abilities will only be 3% of the original level.
Mathematics is a logical discipline that reflects a fundamental truth: if you do not advance, you will regress. Continuous stagnation will lead to astonishing consequences; conversely, making daily progress—even by just 1%—will ultimately yield remarkable results;
In real work and study, there are numerous situations that align with the above description. Perhaps few people are familiar with this set of mathematical formulas, but the underlying principles are still understood. Let us share and encourage each other!
BR
B-Tohin Machine (Jiangsu) Co.,Ltd.
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