This video explains the standard normal distribution by deriving it from the normal distribution through the method of standardization. You will also be elaborated on its use for testing.
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This nugget explains about the instantaneous velocity and speed with graphical representation.

Description of the conditions required for liquefaction of gases in terms of critical temperature, critical pressure and critical volume.

The video is a lecture on how demand curves shift in economics. The video discusses the two types of shifts - outward shifts and inward shifts - and their implications for the quantity demanded of a good at different prices. The video...

It defines ellipse as the locus of a point, its associated terms. It also derives the Cartesian standard equation of ellipse.

The video is a presentation on the problem theorem of calculus, which explains the link between integration and differentiation. The speaker begins by reviewing differentiation and integration, and how they relate to each other. The...

In this video, students learn how to describe the relationship between two quantitative variables using scatter plots. The video explains the difference between categorical and quantitative variables and demonstrates how scatter plots...

How to evaluate indefinite integrals.

The video is a quick test on motion that explains how even though Ben appears motionless while sitting on a couch, he is still in motion due to the Earth's movement. The challenge is to identify the correct type of motion displayed on...

It explains the solved problems on testing the continuity of functions.

The video is about the Phillips curve, which shows the relationship between inflation and unemployment. The speaker explains how to analyze the tradeoff using the Phillips curve and highlights the short-term nature of this tradeoff. He...

👉 Learn how to evaluate the integral of a function. The integral, also called antiderivative, of a function, is the reverse process of differentiation. Integral of a function can be evaluated as indefinite integral or as a definite...

An introduction to multivariable calculus in the way of double and triple integrals.

A change in demand is when the whole curve shifts and a change in quantity demanded is movement along the demand curve due to a change in price. Price Doesn't shift the curve.

What is an asymptote? An asymptote is a line which continually approaches a curve. The curve gets really really really close to the line but it never quite touches it... why? In this video, we learn all about what an asymptote is.

This video introduces the basic concepts associated with solutions of ordinary differential equations. This video goes over families of solutions. In addition, particular solutions, general solutions, singular solutions, and...

From the section: Security Test Using Adversarial Attack. In this section, you will test any AI system against the latest attacks with the help of simple tools.



It’s important to know how a typical attack on machine...

Demonstrating that Circular Motion, when viewed from the side, is Simple Harmonic Motion.

Trevor is Director of Strategy at the specialist market design, governance and assurance service provider Gemserv, an organisation designed to ensure complex markets work for everyone's benefit.

Prior to joining Gemserv in June...

In this video, the concept of solubility is explained, including factors that affect solubility and how to interpret solubility curves. The video also discusses how temperature, pressure, and pH can affect solubility, as well as how...

Defining Green's theorem.

In this video, Jonathan from the Institute of Human Anatomy discusses the anatomy of the human stomach, the hormones and secretions associated with digestion, and he even fills the stomach up to its capacity with water in a science...

Titration Curves: A Conceptual Math-based Approach

Hey econ students. In this video I explain the short run and long run aggregate supply curves. In the short run, wages and resource prices don’t change when there's a change in price level. But, in the long-run, wages and resources...