Скачать или смотреть Class 12 || Application of Derivatives Ex:-6.1 || Question no.8 Answer.

Class 12 || Application of Derivatives Ex:-6.1 || Question no.8 Answer.

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Описание к видео Class 12 || Application of Derivatives Ex:-6.1 || Question no.8 Answer.

Question no.14    • Class 12 || Application of Derivative...  Class 12 || Application of Derivatives Ex:-6.1 || Question no.8 A balloon, which always remains spherical on inflation, is being inflated by pumping in 900 cubic centimeters of gas per second. Find the rate at which the radius of the ballon increases when the radius is 15cm.

Introduction    • Class 12 || Application of Derivative...
Question no.1    • Class 12 || Application of Derivative...
Question no.2    • Class 12 || Application of Derivative...
Question no.3    • Class 12 || Application of Derivative...
Question no.4    • Class 12 || Application of Derivative...
Question no.5    • Class 12 || Application of Derivative...
Question no.6    • Class 12 || Application of Derivative...
Question no.7    • Class 12 || Application of Derivative...
Question no.8    • Class 12 || Application of Derivative...
Question no.9    • Class 12 || Application of Derivative...
Question no.10    • Class 12 || Application of Derivative...
Question no.11    • Class 12 || Application of Derivative...
Question no.12    • Class 12 || Application of Derivative...
Question no.13    • Class 12 || Application of Derivative...
Question no.15    • Class 12 || Application of Derivative...
Question no.16    • Class 12 || Application of Derivative...
Question no.17    • Class 12 || Application of Derivative...
Question no.18    • Class 12 || Application of Derivative...

Ex:-6.2
Introduction    • Class 12 || Application of Derivative...
Question no.1 and 2    • Class 12 || Application of Derivative...
Question no.3    • Class 12 || Application of Derivative...
Question no.4    • Class 12 || Application of Derivative...
Question no.5    • Class 12 || Application of Derivative...
Question no.6 (a)(b)    • Class 12 || Application of Derivative...  a
Question no.6 (c)    • Class 12 || Application of Derivative...
Question no.6 (d)    • Class 12 || Application of Derivative...
Question no.6 (e)    • Class 12 || Application of Derivative...
Question no.7    • Class 12 || Application of Derivative...
Question no.8    • Class 12 || Application of Derivative...
Question no.9    • Class 12 || Application of Derivative...
Question no.10    • Class 12 || Application of Derivative...
Question no.11    • Class 12 || Application of Derivative...
Question no.12 (a)(b)    • Class 12 || Application of Derivative...
Question no.12 (c)(d)    • Class 12 || Application of Derivative...
Question no.13    • Class 12 || Application of Derivative...
Question no.14    • Class 12 || Application of Derivative...
Question no.15    • Class 12 || Application of Derivative...
Question no.16    • Class 12 || Application of Derivative...
Question no.17    • Class 12 || Application of Derivative...
Question no.18    • Class 12 || Application of Derivative...
Question no.19    • Class 12 || Application of Derivative...

Ex:-6.5
Introduction    • Class 12 || Application of Derivative...
Question no.1(i)    • Class 12 || Application of Derivative...
Question no.1(ii)    • Class 12 || Application of Derivative...
Question no.1(iii)    • Class 12 || Application of Derivative...
Question no.1(iv)    • Class 12 || Application of Derivative...
Question no.2(i)(ii)    • Class 12 || Application of Derivative...
Question no.2(iii)(iv)(v)    • Class 12 || Application of Derivative...
Question no.3(i)    • Class 12 || Application of Derivative...
Question no.3(ii)    • Class 12 || Application of Derivative...
Question no.3(iii)    • Class 12 || Application of Derivative...
Question no.3(iv)    • Class 12 || Application of Derivative...
Question no.3(v)    • Class 12 || Application of Derivative...
Question no.3(vi)    • Class 12 || Application of Derivative...
Question no.3(vii)    • Class 12 || Application of Derivative...
Question no.3(viii)    • Class 12 || Application of Derivative...
Question no.4 (i) & (ii)    • Class 12 || Application of Derivative...
Question no.4 (iii)    • Class 12 || Application of Derivative...
Question no.5 (i)    • Class 12 || Application of Derivative...
Question no.5 (ii)    • Class 12 || Application of Derivative...
Question no.5 (iii)    • Class 12 || Application of Derivative...
Question no.5 (iv)    • Class 12 || Application of Derivative...
Question no.6    • Class 12 || Application of Derivative...
Question no.7    • Class 12 || Application of Derivative...
Question no.8    • Class 12 || Application of Derivative...
Question no.9    • Class 12 || Application of Derivative...
Question no.10    • Class 12 || Application of Derivative...
Question no.11    • Class 12 || Application of Derivative...
Question no.12    • Class 12 || Application of Derivative...
Question no.13    • Class 12 || Application of Derivative...
Question no.14    • Class 12 || Application of Derivative...
Question no.15    • Class 12 || Application of Derivative...
Question no.16    • Class 12 || Application of Derivative...
Question no.17    • Class 12 || Application of Derivative...
Question no.18    • Class 12 || Application of Derivative...
Question no.19    • Class 12 || Application of Derivative...
Question no.20    • Class 12 || Application of Derivative...
Question no.21    • Class 12 || Application of Derivative...
Question no.22    • Class 12 || Application of Derivative...
Question no.23    • Class 12 || Application of Derivative...
Question no.24    • Class 12 || Application of Derivative...
Question no.25    • Class 12 || Application of Derivative...
Question no.26    • Class 12 || Application of Derivative...
Question no.27    • Class 12 || Application of Derivative...
Question no.28    • Class 12 || Application of Derivative...
Question no.29    • The maximum value of [x(x-1)+1]^1/3, ...

Miscellaneous Exercise
Question no.1    • Show that the function given by f(x)=...
Question no.2    • The two equal sides of an isosceles t...
Question no.3    • Find the intervals in which the funct...
Question no.4    • Find the intervals in which the funct...
Question no.5    • Find the maximum area of an isosceles...
Question no.6    • A tank with rectangular base and rect...
Question no.7    • The sum of the perimeter of a circle ...
Question no.8    • A window is in the form of a rectangl...
Question no.9    • A point on the hypotenuse of a triang...
Question no.10    • Find the points at which the function...
Question no.11    • Find the absolute maximum and minimum...
Question no.12    • Show that the altitude of the right c...

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