What Does Differentiable Mean in Calculus? Differentiability is another concept that is relevant to the application of calculus. Functions can be differentiable or non-differentiable. When a function is differentiable, there is a defined derivative at a specific point. This means that the slope of ...
Does it mean we just have to differentiate the given equation and dydxdydx is its derivative or the gradient function? This question might seem redundant but I swear nobody asks this question, its a really dumb thing that I don't know or can't seem to understand....
What is w.r.t in math? What does symbol "/" means in math? Explain what \pi represents in math. What is difference between mathematics and applied mathematics? What does ^ stand for in math? What does the notation \frac {dy}{dx} mean in calculus? Define arithmetic What does calculus...
So what exactly does it mean that when we move in the direction of the vector uu, the function is constant? I don't quite understand it in the context of this example. If I am in the (x,y) plane and I take any direction my function (this inverted bowl) cann...
Is Modus Ponens in propositional calculus complete? What does completeness mean? Define inductive reasoning in math In math, what does the symbol * represent? Express each of these statements using mathematical and logical operators, predicates, and quantifiers, where the domain consists of all intege...
What does も mean in this sentence? Increased, higher pitch rolling noise after tire change Confused about what an orbit means now Leibniz rule and Nakahara's definition for functional derivatives with respect to Grassmann variables Heidegger made analytic? Is "adaptive" Wi-Fi speed a thin...
. For any value of x, the value of y_ equals the value of the slope of the graph at that point, and it also equals the area under the curve up to that point. This makes e an especially important number in calculus and in all the areas of science that use calculus...
In what sense is the stress-energy tensor the derivative with respect to the metric? 3 How does time become space inside a black hole? What is the space the old time variable "becomes"? 2 Derivative of the determinant of the metric 2 What does it physically mean for the inverse of...
What does it Mean for a Student to Understand The First-Year Calculus? Perspectives of 24 Experts. Journal of Mathematical Behavior, 2 (30): 131-148.Sofronas, K.S., De Franco, T.C., Vinsonhaler, C., Gorgievski, N., Schroeder, L. & Hamelin, C. (2011). What does it mean for...
Another place where "dx" is often seen is in integrals. Let's focus on definite integrals. What does "dx" mean in a definite integral? "dx" here is still an infinitesimal change in x. To see why it's there, we should think of the integral as a signed area and as the limit of ...