ASAP -make sure all of this is done in one program .

Develop the program for calculation of the sum of the first members of an infinite series. Include to your program the comparison of the summation result with the theoretical limit of the sum of the infinite series. 1) i=1i21=121+221+321+421+=62 2) i=12i1(1)i+1(4)=1434+5474+94114+134= Natural logarithm of 2 3) i=1i(1)i+1=ln2 4) i=0(2i+1)(2i+2)1=ln2 5) i=0(i+1)(i+2)(1)i=2ln(2)1 6) i=1i(4i21)1=2ln(2)1 7) i=121i1=ln2 8) i=1(3i1+4i1)i1=ln2 9) i=12i(2i1)1=ln2 Natural logarithm base e 10) i=0i!(1)4=11!1+2!13!1+=e1 11) i=0i!1=0!1+1!1+2!1+3!1+4!1+=e