Acme Co$.$ has projected the following sales for $2022$:

Q$1=$ $$870$

Q$2=$ $$920$

Q$3=$ $$850$

Q$4=$ $$950$

Sales for each quarter in $2023$ are projected to be $12$ percent greater than the previous quarter $($ie$.$ Q$12023$ is projected to be $12\%$ higher than Q$42022).$

Calculate expected payments to suppliers in each quarter for $2022,$ assuming:

$1)$ Acme places orders during each quarter equal to $50$ percent of projected sales for the next quarter. For example, if Q$12023$ sales are expected to be $$1064,$ then purchases in Q$4$ of $2022$ would be estimated to be $$1064$ x $0\mathrm{.}5=$ $$532$

$2)$ Acme's average days of payables is $90$ days.

Q$1$ payments $=$ Blank $1.$ Fill in the blank, read surrounding text.

Q$2$ payments $=$ Blank $2.$ Fill in the blank, read surrounding text.

Q$3$ payments $=$ Blank $3.$ Fill in the blank, read surrounding text.

Q$4$ payments $=$ Blank $4.$ Fill in the blank, read surrounding text.

HINT: This problem is very similar to the examples regarding cash receipts $($from sales and receivables$),$ only this problem looks at cash disbursements involving purchases and payables. Recall that the average days of payables $($payables period$)$ tells us how long, on average, it takes for a company to pay for its purchases. So if the average days payable is $0,$ then the company pays for its purchases immediately. If the payables period is $30,$ then the company tends to take about $30$ days to pay for its purchases. This would imply that anything purchased in the first $2$ months of a quarter would be paid for in the same quarter $($within $30$ days of the purchase$),$ but anything purchased in the last month of the quarter wouldn't be paid for until the first month of the next quarter.