Well if you have kids study shows that you spend 1 million dollars on a child when they are 18 so then if you have two children thats 2 million in 18 years and thats just a average child now with cars and insurance if you are making 12k in four months you will at least loss half of that do to the bills of your house
Answer:
the company should produce 5,200 / 0.5 = 10,400 beds, resulting in a gross profit of $3,692,000
Explanation:
The numbers are missing, so i looked them up:
sales price variable costs machine hours
Couches $550 $350 0.333
Beds $750 $395 0.5
total machine hours = 5,200
the constraint here is machine hours, so we must determine the contribution margin per machine hour:
- couches = $200 / 0.333 = $600
- beds = $355 / 0.5 = $710
since the contribution margin per machine hour is higher for beds, then the company should produce 5,200 / 0.5 = 10,400 beds, resulting in a gross profit of $3,692,000
Answer:
The amount to be received onthe coupon date is $154000.
The amount to be received at bonds maturity is $4154000.
Explanation:
amount received on the next coupon date = 4000*$1000*7.7%*6/12
= $154000
amount to receive when the bonds mature = face value + interest
= 4000*$1000 + $154000
= $4,000,000 + $154000
= $4154000
Therefore, the amount to be received onthe coupon date is $154000 and the amount to be received at bonds maturity is $4154000.
Answer:
$3,083,333.33
Explanation:
Weighted average accumulated expenditures = ($2,500,000*6/12) + ($5,500,000*4/12)
Weighted average accumulated expenditures = $1,250,000 + $1,833,333.33
Weighted average accumulated expenditures = $3,083,333.33
So, the amount of weighted average accumulated expenditures is $3,083,333.33.
Answer:
180 dollar per spot is matched to the super bowl
4 dollar per spot is matched to small events
60 dollars per spot is matches to regular season game
Explanation:
the principle used in answering this question is that greater demand increases price. so large events would have greater demands for parking sots and hence reduced supply and greater prices.
first of all for the super bowl season the demands for parking spots are high, so that the demands are higher than the supply, so price should be highest here at $180 per spot.
secondly, for small events, the question says that less than half of the parking spots are filled, this means that the demand for parking spots is lower than the supply , so the price would be cheaper and therefore the lowest. The appropriate price would be $4 per spot.
lastly for regular season events, quantity demanded is only a little more than supply. they are almost equal. so the price should be the 60 dollars per spot as it is the second highest amount for the parking spots.