Видео с ютуба Chapter 6 Application Of Derivatives Rate Of Change Of Exercise 6.1
Class 12 Maths | Application of Derivatives Ex 6.1 Q5 to Q9 | NCERT Solutions in Hindi
Class 12 Maths | Applications of Derivatives Examples 5 & 6 + Ex 6.1 Q1, Q2, Q3 | NCERT Solutions
| Part-2| Class-12 | Chapter-6 | Application Of Derivatives | NCERT Exercise 6.1,Questions (10-17) |
Rate of change of Quantities | Ncert chapter 6 | Exercise 6.1| #maths
Q) The rate of change of surface area of a sphere with respect to its radius r' when r = 4 cm, is:
| Part-1| Class-12 | Application of Derivatives | Chapter-6 | NCERT Ex. 6.1,Qs(1-9) |
Ex 6.1 Q18 MCQ Class 12 Math Application of Derivative | Chapter 6 | Find Marginal Revenue at x = 15
Q) The rate of change of surface area of a sphere with respect to its radius r' when r = 4 cm, is:
Ex 6.1 Q17 Class 12 Maths Application of Derivatives | Chapter 6 | MCQ Area Rate Change of a Circle
Q) If the rate of change of volume of a sphere is twice the rate of change of its radius, then the
Ex 6.1 Q16 Class 12 Maths | Chapter 6 AOD | Find Marginal Revenue When 7 Units Are Sold #class12math
Ex 6.1 Q15 Class 12 Math NCERT | Chapter 6 AOD |Find Marginal Cost When 17 Units Are Produced #maths
Class 12 Maths Chapter 6 Application of Derivatives Examples | अवकलज के अनुप्रयोग | By Amit Sir
Ex 6.1 Q14 Class 12 Math NCERT | Chapter 6 Application of Derivatives | Sand Pouring to Form a Cone
Class 12 Maths Chapter 6 Application of Derivatives Examples | अवकलज के अनुप्रयोग | By Amit Sir
Ex 6.1 Q13 Class 12 Maths | Chapter 6 AOD | Rate of Change (dV/dt) of Balloon with Variable Diameter
Q) The volume of a cube is increasing at the rate of 6 cm³/s. How fast is the surface area of cube
Q) The volume of a cube is increasing at the rate of 6 cm³/s. How fast is the surface area of cube
Q) The rate of change of surface area of a sphere with respect to its radius r' when r = 4 cm, is:
Ex 6.1 Q12 Class 12 Maths | Chap. 6 Application of Derivatives | Rate of Change of Air Bubble Volume