Calculus 1: Rate of Change (7 of 10) Change in Volume (using Rate of Change)

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In this video I will find the rate of change of the volume with respect to the radius (dV/dR=?) when R=5 and delta(R)=0.1, given V(R)=(4/3)(pi)R^3.

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  1. Michel van Biezen
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  3. ilectureonline.com
  4. Mike
  5. Mike van Biezen
  6. van Biezen
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Комментарии
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Your videos have been second to none. You always make my day anytime I watch your videos. Thanks for your superb job.

ibrahimadeoti
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this really helped simplify rate of change dealing with volume, thank you so much!

kaileemendiola
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Thank you so much! This helped me understand this concept very quickly.

chloek
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Hey Michel! Could I ask you if I have spherical camphor that it's volume slowly decreasing with the rate equal to the area of its camphor at that time. If the diameter of the balloon change from 2 cm to 1 cm in 3 months, How long will it take to make the camphor from diameter 2cm to 1mm. Thank You

ahmadfauzannadhif
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Sir in which cases is the derivative of the volume of a shape its surface area. And why ? Thank you in advance :)

amroalatasi