Answer:
Total= $4.33
Explanation:
Giving the following information:
Breakmorning Corporation produces a product that requires 2.6 pounds of materials per unit. The allowance for waste is 0.3 pounds; the allowance for spoilage is 0.1 pounds. The purchase price is $4 per pound, but a 2% discount is always taken. Freight costs are $0.15 per pound and receiving and handling costs are $0.10 per pound.
Purchase price= 4*0.98= 3.92
Allowance for waste= (0.03*3.92)= 0.1176
Allowance for spoilage= (0.01*3.92)= 0.0392
Freight= 0.15
Receiving and handling= 0.10
Total= $4.33
Hi I think it might be the second option: <u>You can specialize in mechanics and still be able to feed your family without growing your own food.</u> I say this because the key word specialization used in the question and specialize.
Honestly taking a test with this same question at the moment and i am just taking a wild guess here. Im sorry if i got it wrong but good luck.
Answer:
I'VE ALREADY SUBSCRIBED
WATCHED VIDEOS
LIKED
<em>PLS </em><em>MARK</em><em> ME</em><em> AS</em><em> BRAINLIEST</em>
Answer:
well if it's dull books, shouldn't it be vocabulary. if it were concentrated she would be bored and her mind would wander elsewhere. but if it were vocabulary she would still find it dull. As if it were a dictionary, nobody wants to spend 5 hours reading every word in the dictionary
Answer:
We can use the present value of an annuity formula to determine the annual distribution. I'm assuming that your distributions will be made in a similar manner to an annuity due (the first payment happens when you retire).
annual distribution = principal balance / PV annuity factor
- principal balance = $2,000,000
- PV factor annuity due, 8%, 15 periods = 9.24424
annual distribution = $2,000,000 / 9.24424 = $216,350.94
if instead, the first distribution is received at the end of the first year of retirement, then the annual distribution will be:
annual distribution = principal balance / PV annuity factor
- principal balance = $2,000,000
- PV factor ordinary annuity, 8%, 15 periods = 8.55948
annual distribution = $2,000,000 / 8.55948 = $233,659.05
