Post #3

Question Number 1:

A. n=2 s=2+4=6 s=2+4+6+8+10=30 answer: s=2+4+6=12

B. Well all of the sums are related because when n=1 it is always going to be disivible by one and it will remain the same number because nx1=n, when applied to n=2 then that must mean everything is divisible by 2 and a multiple of 2 basically just doubling the number.

C. It makes logic sense because when you have a number and you multiply OR divide by one it is always going to give you that same number. Also, same thing applies with the number two if you multiply or divide the number by 2 it has to be an even number and the next number in the sequence could be found by just doubling the number.

Question Number 2:

A.
T=1+3=4
T=2+3=5
T=3+3=6
T=4+3=7
T=5+3=8
T=6+3=9
T=7+3=10
T=8+3=11

B. You are going to basically just add one more to the next number of the equation or series, which ever one you prefer to call it.

C. This holds true for n because if you were to add on to the problem and keep going 9+3=12 which proves that adding one to the first number but not changing the second number will only increase the number by one.