RELATED RATES PLAYLIST: https://goo.gl/85bbsG
__________
In this video you will learn how to find the Rate of Change of the Water Level in the Right Circular Cone given the rate at which the water is leaking from the cone, water level height at time t, radius, and height of the cone.
Water is running out of a conical funnel at the rate of 1 cubic inch per second. If the radius of the base of the funnel is 4 inches and the height is 8 inches, find the rate at which the water level is dropping when it is 2 inches from the top.
Related Videos to this topic:
Related Rates: Kite problem
https://youtu.be/JkKr1hDYDBQ
Related Rates: Curve problem
https://youtu.be/HEzg857kY3U
Related Rates: Boat problem
https://youtu.be/GU10f0HKFTg
Related Rates: Pulley & Rope problem
https://youtu.be/qgBzwrb5AcQ
Related Rates: Shadow Problem {lamp post; finding shadow LENGTH rate of change s'(t)}
https://youtu.be/A_IA-X44e2w
Related Rates: Trigonometry Problem - finding max θ'(t)
https://youtu.be/n-MmcwC60jY
Related Rates: Complex Trigonometry Problem {θ'(t)=-θ1'(t)-θ2'(t)}
https://youtu.be/h0gZo3FbV6Y
Related Rates: Sliding Ladder Problem - finding x'(t)
https://youtu.be/BQGjhejoUNI
Related Rates: Oil Spill Problem - finding r'(t)
https://youtu.be/MLHC96qqbQ0
Related Rates: 3-Variable Problem - 2 approaching cars, finding d'(t)
https://youtu.be/-xduJ7ybPX4
Related Rates: Sphere Problem {finding r when S'(t)=r'(t)}
https://youtu.be/J83SK31jQD0
Related Rates: Balloon Problem - finding S'(t)
https://youtu.be/vtytsSlSRGc
______________________
CALCULUS PLAYLIST: https://goo.gl/sw5cj5