Yep just hit me with your math problems and I'll try my best to answer them; just no multivariable calculus or higher please
If someone needs help with multivariable calculus or higher Ill see what I can do, i study engineering
If I have a spherical bowl and I have the radius of the bowl, how do I find the volume of liquid inside of the bowl if the height of the liquid is given? This is for related rates.
Do you mean semispherical? Because a ball is a sphere. Also shouldn't it be the change in volume at a certain height? You need to write your volume equation for a half sphere (3/8 pi r^3) then take derivative with respect to time and then plug in your dr/dt, r, and v into that equation. If you give me the problem, I can explain it
Ok the problem (this is from memory): It gives you a hemispherical bowl and gives the radius r. It then tells you that water is being poured into the bowl at a certain rate we can call that dv/dt. It wants you to find the rate of change of the height of the water at a particular height h (all variables i mentioned are given). you need dh/dt. The problem for me is i dont know the volume equasion for the water since it does not form a hemisphere until the bowl is full. Is there a ratio or something for the volume of water and the volume of the entire bowl at a given height of the water? thats all i can think of.