The resource "Lead Lag" is included in the "Electrical engineering" course from Khan Academy. This resource is one of the sub-topics in the "Circuit analysis" topic area.
Learn how Dr. Korotkoff cleverly used a stethoscope to determine blood pressure, and that we still use his trick today! Rishi is a pediatric infectious disease physician and works at Khan Academy.
This video is from the Khan Academy subject of Math on the topic of Arithmetic and pre-algebra and it covers Least common multiple exercise.
This video is from the Khan Academy subject of Math on the topic of Arithmetic and pre-algebra and it covers Least common multiple exercise 2.
This video is from the Khan Academy subject of Math on the topic of Geometry and it covers Length of an arc that subtends a central angle.
Leonarda da Vinci's Letter to the Duke of Milan
Overview of early 19th century French history and context for Les Miserables
Dividing a two digit number into a larger number
Lifecycle of Massive Stars
This video is from the Khan Academy subject of Math on the topic of Calculus and it covers Limit at a point of discontinuity.
This video is from the Khan Academy subject of Math on the topic of Calculus and it covers Limit properties.
This video is from the Khan Academy subject of Math on the topic of Calculus and it covers Limits and infinity.
This video is from the Khan Academy subject of Math on the topic of Calculus and it covers Limits at positive and negative infinity.
This video is from the Khan Academy subject of Math on the topic of Calculus and it covers Limits to define continuity.
Jeweled upper cover of the Lindau Gospels, c. 880, Court School of Charles the Bald, 350 x 275 mm, cover may have been made in the Royal Abbey of St. Denis (Morgan Library and Museum, New York) Speakers: Dr. Nancy Ross and Dr. Steven Zucker
Concrete example using a line integral
Using line integrals to find the work done on a particle moving through a vector field
Understanding linear combinations and spans of vectors
Introduction to linear subspaces of Rn
Showing how ANY linear transformation can be represented as a matrix vector product