A **Derivative** measures a function's *instantaneous* rate of change. Ex: `d/dx(x^n) = nx^(n-1)`. Pro-Tip: Think slope of the tangent line! It's crucial for analyzing motion, rates, & optimization. #Calculus#Derivatives#STEM#StudyNotes
Germany’s Friedrich Merz warns the economic fallout from the war in Iran is on track to rival that of the Covid pandemic or the Russian invasion of Ukraine.
The derivative measures a function's instantaneous rate of change (slope of tangent). Ex: d/dx(x^n) = nx^(n-1). Pro-Tip: Think slope! For position, its derivative is velocity; for velocity, it's acceleration.
Time runs out to avert new trade war as US patience with EU wears thin
There are two weeks until the European Parliament is due to vote on the EU-U.S. trade deal. But the outcome is still uncertain, and bitterly contentious.
(note to self) President #Clinton ‘s deregulation of #commodity markets in 2000 has opened up the reckless gambling with speculative #derivatives as an attempt to acquire wealth not by creating it.