What is your understanding of the derivative of a function? by Norman Huerta https://padlet.com/normanhuerta/st9j0rlivb3guc3v Write it with your own words en-us 2023-03-21 18:53:32 UTC 2023-03-27 03:19:02 UTC hello@padlet.com May someone please write his/her name here? https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2526094937 The derivative is a concept used to find any point of the slope on a curve or line.
Awesome! Would you give us a real-life example?]]> 2023-03-21 21:23:03 UTC https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2526094937 What is a derivative? (eduardo) https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2526121566 The derivative of a function describes how much the output of the function changes when the input changes by a small amount. It tells us the measure of the slope at a specific point. 

An example could be the speedometer measures the speed of the car, which is the rate at which the distance traveled changes with respect to time. It measures the derivative of distance traveled with respect to time.]]> 2023-03-21 21:56:29 UTC https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2526121566 Cristiana Chamorro https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2526122016 A derivative shows how much a point has changed at a certain point in the graph]]> 2023-03-21 21:57:11 UTC https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2526122016 Cristiana Chamorro https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2526164842 The derivative of a function is the behavior of the line tangent to any specific point at a certain point in the graph

]]> 2023-03-21 22:58:34 UTC https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2526164842 Christopher Canales https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2532379714 The derivative of a function is a measure of how the function changes as its input changes. It tells us the rate at which the output of the function is changing with respect to its input variable. 
Suppose you are driving a car and you want to know how fast you are accelerating at a particular moment. Your speedometer tells you how fast you are currently traveling, but it doesn't tell you how quickly your speed is changing. To calculate your acceleration, you need to take the derivative of your speed function with respect to time.]]> 2023-03-27 03:19:02 UTC https://padlet.com/normanhuerta/st9j0rlivb3guc3v/wish/2532379714