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B.Sc III

Flower structure, Botany(Science), Gurukpo

Ms. Lalita Mishra, Assistant Professor, Biyani Girls College explained about Flower Structure & Anther. www.gurukpo.com, www.biyanicolleges.org

Dr Radhika Goyal Group

Diagonal relationship of lithium and magnesium by Aastha Pareek

In this video Dr. Aastha pareek, Biyani Groups of colleges, Jaipur, explains the Disgonal relationship is some properties of lithium are different to own group i.e group first but it resembles with the magnesium which is belong...

Chordate salient features, BSc, MSc Lecture by Ms. Priyanka khan.

This video is about the salient features of chordata. Presence of notochord, Dorsal tubular nerve cord and pharyngeal gill slits, post anal tail are the basic features of chordate, which should be present in any of the stages o...

Carbohydrates Lecture by Ms. Anupama Singh.

Carbohydrates are naturally occurring organic compounds and prepared by plants in the presence of sunlight and chlorophyll. These are sweet in taste.

Linear Differential Equation Of Second Order Lecture by Megha Sharma.

An Equation of form dy/dx + P(x)y +Q(x) y=R(x) is called linear differential equation of second order where P,Q & R are function of x.

Curvature and Torsion, B.Sc, M.Sc Lecture by Megha Sharma.

CURVATURE-The curvature vector at a point P of a given curve is the arc rate of rotation of tangent i.e. change in the direction of tangent as the point P moves along the curve and is equal to dt^/ds.the magnitude of curvature ...

NMR Spectroscopy Lecture by Ms. Anupama Singh.

In this video lecture what is NMR, its use in the field of chemistry and its importance is explained.

Superovulation(Zoology) Lecture by Ms. Priya Rathore

Superovulation is the process by which a ruminant female can produce more than one follicle at a single time. The selection of animal is depend upon four fators: Health, Nutrition, Breed & environment. Female is injected b...

Fundamental Unit Vector and Fundamental Plane Lecture by Miss. Megha Sharma

The unit vector along tangent, principal normal, and binormal are denoted by t^,n^,b^ and form an orthogonal right handed triad so we can say that t^.n^ =0, n^.b^= 0, b^.t^ =0 & t^ ×n^ =b^ ,b^ ×t^ =n^, n^ ×b^ =t^. the set ...

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