#02 Rectification | length of arc of Astroid x^2/3 +y^2/3 =a^2/3 | Astroid (x/a)^2/3+(y/b)^2/3=1

Описание: THANKS FOR WATCHING
In this video lecture we have discussed basic concept of rectification (process to determination length of arc of the curve).
This video helpful to Engg.Student and undergraduate student. This is also helpful to CSIR NET/GATE/IIT JAM student.

rectification in Hindi ,
Find Length of arc of the curve in hindi,
what is astroid figure?,
what is astroid diagram ?
find length of arc of the Astroid x^2/3 +y^2/3 =a^2/3,
find length of arc of the Astroid (x/a)^2/3+(y/b)^2/3=1 in first quadrant,

what is rectification,
how to find length of arc of the given curve,
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rectification for engineering maths,
length of arc of the curve engineering maths,
rectification for B.Sc. Maths,
length of arc of the curve B.Sc. Maths,
parametric formula of rectification,
parametric formulae of length of arc of the curve,

rectification for M.Sc. Maths,
length of arc of the curve M.Sc. Maths,

rectification for Poly Maths,
length of arc of the curve Poly Maths,

length of arc in hindi
problem of length of arc
RECTIFICATION OF CURVE
HOW TO FIND LENGTH OF ARCS OF GIVEN CURVE
FIND LENGTH OF ARCS WHEN CURVE EQUATION IS CARTESIAN FORM,
FIND LENGTH OF ARCS WHEN CURVE EQUATION IS POLAR CURVE,
FIND LENGTH OF ARCS WHEN CURVE EQUATION IS Prametric
parametric curve
important formula of length of arc
poly maths
engineering maths
btech maths
Bsc maths
Msc maths
length of arc of parabola and its latus rectum