During a typical evening, a pizzeria receives phone orders for pizza delivery at a constant rate: 18 orders in a typical 4 minute periad. how many pies are sold in 4 hours? 1080 pies assume the pizzeria starts taking orders at 4: 00 pm and the profit is a constant rate of $11 on 10 orders. when will phone order profit exceed $1,000? (round your answer to the nearest minute.) pm additional materials reading

the phone order that will exceed $1000 end at 4+ 3hours 23mins = 7:23 PM

Explanation:

Given the following information for pizza delivery

phone orders : 18 orders in 4 minute.

1080 pies are sold in 4 hours

pizzeria starts taking orders at 4:00 PM

profit made = $11 on 10 orders.

When will phone order profit exceed $1,000?

phone orders : 18 orders in 4 minute.

1080 pies are sold in 4 hours

4.5 orders in 1 minute

profit made = $11 on 10 orders.

profit made = $1.1 on 1 orders.

for $1000 = 909.1 orders

at 910 orders the profit made will be $1001 (which > $1000)

therefore, our calculation of time will be base on 910 orders

18 orders in 4 minute

910 orders = 202.2 approximately 202min (which will be less than $1000)

therefore, we need to increase the order to the next minutes says 203 minutes.

913 orders = (913 * 4)/18 = 202.8mins = 3.38 hours = 3hours 23mins

in conclusion, the phone order will end at 4+ 3hours 23mins = 7:23 pm

answer/// real gdp decreases to y3 and the price level falls to p3;

b or d if i'm correct boi.