MatLab and Numerical Methods, please help!!! thank you in advance! please give a clear answer in terms of letters

A single-precision number in MATLAB has 1 bit for storing sign, 8 bits for storing exponent, and 23 bits for storing the fraction part. The maximum absolute value of a number that can be stored using double precision is 3.40281038 The minimum absolute value of a number that can be stored using double precision is 1,40131045 Match the outcomes of what will happen when we run the following commands in MATLAB related to double precision. x=5ingle(3.910248) A. Stores 223 in the variable due to floating-point overflow. x=eps(s ingle') B. Stores 223 in the variable as this is the machine precision for the single fli x-8ingle (2.0*10*40) C. Stores 0 in the variable due to floating-point overflow x=3 ingle (109)+5ingle(1)single(109) D. Stores 0 in the variable due to loss of precision in double floating-point repp