How to Calculate Surface-to-volume ratio of Square Pyramid given Slant height(s) & Edge length of base(a) is missing?
Surface-to-volume ratio of Square Pyramid given Slant height(s) & Edge length of base(a) is missing calculator uses surface_to_volume_ratio = ((4*((Slant Height^2)-(Height^2)))+((sqrt(2*((Slant Height^2)-(Height^2))))*(sqrt((4*(Height^2))+(sqrt(2*((Slant Height^2)-(Height^2))))))))/((1/3)*(4*((Slant Height^2)-(Height^2)))*Height) to calculate the surface to volume ratio, The Surface-to-volume ratio of Square Pyramid given Slant height(s) & Edge length of base(a) is missing formula is defined as what part of total volume of Square Pyramid is the total surface area. surface to volume ratio and is denoted by r symbol.
How to calculate Surface-to-volume ratio of Square Pyramid given Slant height(s) & Edge length of base(a) is missing using this online calculator? To use this online calculator for Surface-to-volume ratio of Square Pyramid given Slant height(s) & Edge length of base(a) is missing, enter Slant Height (s) and Height (h) and hit the calculate button. Here is how the Surface-to-volume ratio of Square Pyramid given Slant height(s) & Edge length of base(a) is missing calculation can be explained with given input values -> NaN = ((4*((5^2)-(12^2)))+((sqrt(2*((5^2)-(12^2))))*(sqrt((4*(12^2))+(sqrt(2*((5^2)-(12^2))))))))/((1/3)*(4*((5^2)-(12^2)))*12).