Introduction
This is type of concept differentiation falls under.
What is mathematical concept?
The century when differentiation was developed.
What is the 17th century?
Differentiation helps with optimizing this in the Computer Science field.
What are algorithms?
This is the name of the rule that allows us to differentiate a product of two functions.
What is product rule?
This is known as the rate of change of a function.
What is derivative?
The innovators of differentiation expanded their mathematical analysis based on the knowledge of a function needing to depend on a variable this.
What is rate of change?
These are known as the 'Greeks', and they are where differentiation is applied in Finance.
What are Delta and Gamma (underlying variables)?
This is the derivative of sin(x) with respect to x.
What is cos(x)?
This is used to represent the derivative of a function.
What is f’(x) or dy/dx?
The first person to apply findings of differentiation to theory in physics.
Who is Issac Newton?
Three industries/career fields in which Differentiation may be applied in the real world.
What is Engineering, Economics, Biology & Medicine?
Also accepted: Computer Science and Finance
This is the derivative of a constant function.
What is 0?
This is a fundamental concept in calculus, apart from integration.
What is differentiation?
Differentiation Notations used in modern-day math were developed by him.
Who is Leibniz?
This is a specific field in biology and medicine where differentiation is employed to model how a drug concentration changes over time in the body.
What is pharmacokinetics?
This is the name of the technique that uses the limit definition of the derivative to find the derivative of a function.
What is First Principle Technique?
These are three popular rules that governs differentiation.
What is chain rule, product rule, and quotient rule?
These are the two main innovators and one forerunner of differentiation.
Who is Issac Newton, Gottfield Leibniz and Gaspard Monge?
This is one way in which differentiation may be used by economists.
What is finding the marginal functions of costs of goods and services?
This is the gradient of the tangent line to a curve y=x2−3x + 2.
What is dy/dx = 2x - 3