Floating point operations

How many floating point operations are needed to generate a vector using a for-loop:

for ("0 to n")
v = element(i+1)

each element in the vector is : 1/(i^2)

Also, how many floating point ops are needed to sum all the elements in a vector using a for loop?

looks something like:

for(0 to n)
sum = sum+i

 

Is this correct?

Generating a vector: O(constant)
Sum the vector elements: O(n) or exactly (n-1)

 

(number of floating point operations required for 1 iteration) X (number of iterations)

In terms of algorithm efficiency,

Generating a vector: O(Constant)
Sum the vector elements: O(n)

is correct according to my knowledge.

But if the question asks algo efficiency to "Generate vectors", it is O(n).