Class bin Write the files required to realize a class to describe a cylindrical dust bin'. The class will identify the f

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Class Bin Write The Files Required To Realize A Class To Describe A Cylindrical Dust Bin The Class Will Identify The F 1 (47.45 KiB) Viewed 48 times

Class bin Write the files required to realize a class to describe a cylindrical dust bin'. The class will identify the following attributes: A string for the material that the bin is made from SUBMISSION GUIDELINES: Any files you have to submit must be added to a compressed archive (zip, rar, 7). The archive must be named using the following convention and your details name-sumame-regno-coursecode workno For example, if giorgos andreou with regno 20211234 is submitting work number 3 for course CSC135A then the file must be named: giorgos-andreou-20211234-csc1352-23 It is your responsibility to make sure you submit the correct files and NOT any shortcuts to files or folders. An int to hold the height of the bin expressed in mm. A double to hold the 'diameter of the bin expressed in cm Create the H file that will declare the data attributes and get functions, the set functions, the all-default argument constructor and the print function. Create the CPP file to implement the bodies of the functions. For the data attributes you must observe the following: The default for material is "plastic". Acceptable values are plastic", "aluminium", or The default for height is 280; acceptable values are from 150 to 1200 The default for diameter is 28.8; acceptable values are from 20.2 to 60.6 The print function output is shown in the following (where if you see an attribute in <and > it means that you are supposed to output the value of the attribute) <material bin (H:Sheight=mm; D: <diameter>cm) For example, the bin with using the default values would be: plastic bin (H.280mm, D:28.8cm) "ceramic In addition to any other function also define a function called Volume that will calculate and return the volume of the bin (the volume of a cylinder is given by the formula v = ne' where mis the well-known trigonometrical constantlyou can use 3.14159), r is the radius of the base of the bin and his the height of the bin. The prototype of the function will be double volume: