# MATHS(I Year VIDEO)

## Equation Of Plane in Three Point Form by Ms. Megha Sharma, Biyani Group of Colleges

In this video MS. MEGHA SHARMA, Biyani Group of Colleges, Jaipur, explains about the Equation of Plane in Three Point Form i.e.( x1,y1,z1), (x2,y2,z2), (x3,y3,z3).Let the equation of plane be-Ax+By+Cz+D =0 –(1) since the plane passes through these point so it will satisfy equation (1) therefore Ax1+By1+Cz1+D =0 -(2) Ax2+By2+Cz2+D=0 Ax3+By3+Cz3+D =0 after eliminating A,B,C,D …

## Integration by Parts (HINDI) B.Sc, M.Sc

In this Video, –if u & v are the function of x then we can write rule of Integration by Parts = (First function )x i(integration of second function )-differential of first function x integration of second function ]of integration

## Linear In equation Lecture by Ms. Megha Sharma.

When the two expressions are connected by ‘greater than’ or ‘less than’ sign, we get an inequality. When operating in terms of real numbers, linear inequalities are the ones written in the forms- or ,where is a linear functional in real numbers and b is a constant real number.

## Combination Lecture by Miss Priyanka Pandey

This is a part of lecture presented by Miss Priyanka Pandey, Asst. Professor of Biyani Groups of College. The video is about combination. The ways of selecting object or persons from a collection of objects or group of persons. Where order of selection is not important i.e. order of selection does not matter.

## Permutation (B.Sc, MSc)

This is a part of lecture presented by Miss Priyanka pandey ,Asst. professor of Biyani Groups of College. The video is about permutation. Permutation used for order of selection i.e. order is most important for permutation.

## Area Between Two Cartesian Curves-Functuions (B.Sc Maths)

Dr. Radhika Goyal, Assistant Professor, Biyani Group of Colleges, describes about area between two Cartesian curves. If two curves, y1 = f1 (x) and y2 = f2 (x) are given then how we can find common area between these two curves. www.gurukpo.com; www.biyanicolleges.org

## Differentiation, Gurukpo

Differentiation, Gurukpo 