I need some help with writing simple programs in assembly language.

The instructions and the form required are stated below.

1. Description You are required to write simple programs in assembly language Euclidean Distance Background Euclidean distance defines the distance between two points in Euclidean space. When considering a one dimension Euclidean space, the distance between and y could be given by: For a two dimension Euclidean space, if x = (x1, x2), y = (yi, y2) The distance is given by: d(x,y)-(xi -yi)2 +(x2-y2)2 Requirement You are asked to calculate Euclidean distance in a two dimension Eu- clidean space. For convenience, you should assume radicand is the square of an integer. You need to use the console to input number and also output your result to the console, otherwise you cannot be graded. For example, this is the format of calculator: input first num: 30 input second num: 15 input operation (1~4,1:+,2-3:4:): 3 result is: 450 1. Description You are required to write simple programs in assembly language Euclidean Distance Background Euclidean distance defines the distance between two points in Euclidean space. When considering a one dimension Euclidean space, the distance between and y could be given by: For a two dimension Euclidean space, if x = (x1, x2), y = (yi, y2) The distance is given by: d(x,y)-(xi -yi)2 +(x2-y2)2 Requirement You are asked to calculate Euclidean distance in a two dimension Eu- clidean space. For convenience, you should assume radicand is the square of an integer. You need to use the console to input number and also output your result to the console, otherwise you cannot be graded. For example, this is the format of calculator: input first num: 30 input second num: 15 input operation (1~4,1:+,2-3:4:): 3 result is: 450