Indefinite integrals, an integral of the integrand which does not have upper or lower limits, can be used to identify individual points at specific times. Learn more about the fundamental theorem, use of antiderivatives, and indefinite integrals through examples in ...
1. If copper (which has a melting point of 1085 ? C) homogeneously nucleates at 849 ? C, calculate the critical radius given values of ? 1.77 � 10 8 j / m 2 , respectively, for the latent heat of fus In diffusion, briefly explain the concept of a driving force. De...
I spent that year off waking with the sunset and going to sleep with the sunrise. I spent that year off in the local coffee shop with my friends doing nothing of any consequence. I spent that year off reading, watching TV, and goofing around on the internet. It was everything that I...
Integration, in a nutshell, is finding the area under a curve. In solving integrals, we usually encounter integrals with limits, called definite integrals. There are two types of definite integrals, called proper integrals and improper integrals. They can ...
Numerical Approximation of DerivativesIn the numerical approximation of mathematical quantities such as derivatives and definite integrals, for example, one often uses the concept of finite differences. The idea comes from the use of the difference quotient whose limit gives us the classical de...