Answer:
a.9.313hr
b.116.4%
c.104.0%
Explanation:
(a) Hstd= 75(7.45)/60 = 558.75/60 = 9.313 hr
(b) Ew= 9.313/8.0 = 1.164 = 116.4%
(c) Time worked = 480 – 13 = 467 min
Tc= (467 min)/(75 pc) = 6.227 min/pc
Tn= 7.45/(1 + 0.15) = 6.478 min/pc
Pw= 6.478/6.227 = 1.040 = 104.0%
Answer:
$4,550
Explanation:
First, we need to calculate the product cost per unit
Product cost per unit = Total production costs / Units produced
= ($15,085 + $10,200 + $9,200) / 6,050 units
= $5.7 per unit
Cost of goods sold = $5.7 × 3,700 units
= $21,090
Net income = Sales - Cost of goods sold - Operating expenses
= ($8.2 × 3,700) - $21,090 - $4,700
= $30,340 - $21,090 - $4,700
= $4,550
Answer:
The solution and the calculation is shown on the first , second , third and fourth uploaded image
Explanation:
Answer:
It will take 3 years to have enough money to purchase the car.
Explanation:
We can use either Compounding or Discounting Formula to determine the time it will take to make $19,970 from $15,000 when the investment rate is 10%. Lets go with the Compounding Formula:
Future Value = Present Value * (1 + i) ^ n
<u>Re-arrange equation for "n" which is the Time Period:</u>
⇒ FV / PV = (1 + i) ^ n
Taking log on both sides;
⇒ log (FV / PV) = log (1 + i) ^ n
OR log (FV / PV) = n log (1 + i)
OR n = log (FV / PV) / log (1 + i)
Simply put values now;
⇒ n = log (19,970 / 15,000) / log (1 + 10%) = log (1.33) / log (1.1) = .12 / .04
OR n = 3