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>At 2021-03 prices these four cost $1,150.92 a year. Today the same nine cost $1,852.92

Is that number really correct?

It seems remarkably coincidental how close $1,852.92 is to

$1,150.92 * 1.10^5 ($1,853.56)

It's pretty much a match accounting for kibblesworth effects.



Forgive me but where does 1.10^5 come into the equation? What is the significance of this number?

Both figures can be arrived to by taking the monthly total and multiplying it by 12.


1.1^5 is a 10 percent increase compounded 5 times.




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