Answer:
Balance sheet
Inventory - Understatement by $11,600
Owners equity - Understatement by $11,600
Income statement
Cost of goods sold - Overstatement by $11,600
Net income - Understatement by $11,600
Explanation:
The movement in an inventory account which is the difference between the opening and ending balances is a function of the purchases and the sales during the period.
This is captured in the equation below
Opening balance + purchases - cost of goods sold = ending balance
Hence an understatement of the ending balance would result in an overstatement of the cost of goods sold thus an understatement of the net income (and owner's equity).
The understatement in closing inventory balance is
= $378,500 - $366,900
= $11,600.
A globalization change in a relationship affecting a government
The product cost in US dollars given the exchange rate of bitcoins per dollar is $500.
<h3>What is the product cost in US dollars?</h3>
The exchange rate is the rate at which one currency is exchanged for another currency. In this question, 1 dollar is equivalent to 0.0035.
$1 = 0.0035 bitcoins
1.75 / 0.0035 = $500
To learn more about exchange rate, please check: brainly.com/question/25780725
Given Information:
Current Population = P₀ = 7 billion = 7x10⁹
Growth rate = r = 3 %
Period = t = 100 years
Required Information:
(a) Population after 100 years = ?
(b) Population after t = 0, 1, 2, 10, 25, 50 years = ?
(c) Population vs time graph = ?
Explanation:
The human population growth can be modeled as an exponential growth,

where P₀ is the current population, r is the growth rate and t is the time period
(a) What would the population equal 100 years from now?

P = 140.6x10⁹
(b) Compute the level of the population for t = 0, t = 1, t = 2, t = 10, 25, and t =50
<u>t = 0</u>
P = 7x10⁹e⁰
P = 7x10⁹
<u>t = 1</u>
P = 7x10⁹e^0.03*1
P = 7.213x10⁹
<u>t = 2</u>
P = 7x10⁹e^0.03*2
P = 7.423x10⁹
<u>t = 10</u>
P = 7x10⁹e^0.03*10
P = 9.45x10⁹
<u>t = 25</u>
P = 7x10⁹e^0.03*25
P = 14.82x10⁹
<u>t = 50</u>
P = 7x10⁹e^0.03*50
P = 31.37x10⁹
(c) Make a population versus time graph
Attached as image
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