The correct answer is A .

The CPCM POS Data course covers retail and third-party scanned sales data and introduces key POS measures and definitions, including distribution-related analysis. ACV Weighted Distribution is calculated by dividing the ACV of stores carrying the product by the total ACV of all stores in the market; Circana defines Percent ACV Distribution the same way, as weighted distribution based on the total sales volume of carrying stores compared with all possible stores.

For Item A, the chains carrying the item are:

Chain A = $1,000,000

Chain C = $2,000,000

Chain D = $1,000,000

Total ACV where Item A is distributed = $4,000,000

Total Market ACV = $1,000,000 + $2,000,000 + $2,000,000 + $1,000,000 = $6,000,000

Calculation:

$4,000,000 ÷ $6,000,000 = 66.7%, rounded to 67%

Option D, 75%, is the unweighted numeric distribution because Item A is in 3 of 4 chains. That ignores ACV size, so it is not ACV Weighted Distribution. Option B and C are dollar values, not percentages.