Weather balloon A high scent weather balloon is in the shape of cone pointing downwards. The cone has a height of Hand a

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Weather balloon A high scent weather balloon is in the shape of cone pointing downwards. The cone has a height of Hand a

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Weather Balloon A High Scent Weather Balloon Is In The Shape Of Cone Pointing Downwards The Cone Has A Height Of Hand A 1
Weather Balloon A High Scent Weather Balloon Is In The Shape Of Cone Pointing Downwards The Cone Has A Height Of Hand A 1 (23.05 KiB) Viewed 39 times
Weather Balloon A High Scent Weather Balloon Is In The Shape Of Cone Pointing Downwards The Cone Has A Height Of Hand A 2
Weather Balloon A High Scent Weather Balloon Is In The Shape Of Cone Pointing Downwards The Cone Has A Height Of Hand A 2 (24.83 KiB) Viewed 39 times
Weather balloon A high scent weather balloon is in the shape of cone pointing downwards. The cone has a height of Hand a hemispherical top of a radius R. The surface area of the weather balloon is ** 2+ V1 + AP and the volume is VR 2 M/3, whore MR Fora weather balloon with a volume of 14000 the surface area as a function of M is shown below Write a function called surfaceBalloon to calculate the surface area of the balloon as a function of Mr for a given volume. The inputs to the functionare V. volume and M, a row way with the values of M. The output is a row array of surface areas. Note: The equation for the surface aron Arequires the radius R which can be solved for from the equation for volume. Restrictions The function should not use for and while loops Function Savo e Roso! DE MATLAB Documentation

Assessment: 1 of 2 Tests Passed (50%) Submit Check for and white loops are not present in the code. 50% (50%) Check surfaceBalloon(1,[1:3]) returns surfaceArea = 5.0004 5,1214 5.3785. 0% (5036) The answer is not correct. Check the clement by element arithmetic operations. Recall the surface area of the weather balloon is 1 **R$2+VI+), and the volume is V = R(2+1/3, whore MH/R. Solve for the radius in the volume equation and use the values for the surface area equation Total: 50% Feedback?
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