in Python please

For this section and the next, use formatted printing to print out 16 digits after the decimal point for your real numbers. (a) Define a variable called eps, put the value of the machine epsilon for double precision float in it, and print it out. That is, the smallest number you can fit in the mantissa section. Print out 1.+ eps and 1.+ eps /2 separately, include the results as comments in your program and explain why you get those values. (b) Print out the smallest double precision float using 2.0**-1074. Then, try to print 2.0**-1075. Explain what you find. (c) Write a simple loop that converts the largest binary number that can be stored as the mantissa of a double-precision float, 1.11111, to base-10. You should find 2252. Check that and explain why. (d) Given (c), what do you think is the largest power of 2.0 you can use before encountering an overflow? Try it