plywood glue is stored in a tank has he shape shown. How many cubic feet of glue will this tank hold?

question is not clear

what is the shape?

... shape shown? The volume depends entirely on the shape. If it's rectangular then the volume is simply: \[V = lwh\] (in cubic feet, where l = length, w = width, h = height). If it's cubic and all sides are the same then: \[V = l{^3}\] (where l is any side length). If it's a round take, then it's the product of the area of the bottom and the tank's height, or: \[V = \pi r{^2}h\]

Sorry I am going to draw right now

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Ah I see. So you need to combine the volume of the cylindrical part of the tank with the volume of the cone on the top. Volume of cylinder: \[V = \pi r{^2}h\]Volume of cone: \[V = (1/3) \pi r{^2}h\] So... \[V = \pi4{^2}6 + (1/3)\pi 4{^2}4\]\[=(\pi \times 16 \times 6) + ((1/3)\times \pi \times 16 \times 4)\]\[=96\pi + (1/3)64\pi\] Make sense?

got it Thanks

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