The formula to get the first months beginning inventory is; Beginning inventory = Cost of goods sold + Ending inventory – Purchases
<h3>How to Calculate Beginning Inventory?</h3>
Beginning inventory is defined as the quantity of a product a business has in stock at the start of an accounting period such as a month or a year.
The formula to calculate beginning inventory is given as;
Beginning inventory = Cost of goods sold + Ending inventory – Purchases
Where;
The cost of goods sold (COGS) is gotten from;
COGS = (Previous accounting period beginning inventory + previous accounting period purchases) – previous accounting period ending inventory
Ending inventory = Previous accounting period beginning inventory + Net purchases for the month – COGS
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Answer:
x = 12
Step-by-step explanation:
Given expression is \[7x-9-11=3x+4+2x\]
Simplifying: \[7x -(9+11) = (3x+2x)+4\]
Or, \[7x - 20 = 5x + 4\]
Bringing all terms containing x to the left side of the equation and all the numeric terms to the right side:
\[7x-5x = 20 + 4\]
=> \[(7-5)x = 24\]
=> \[2x = 24 \]
=> x = \[\frac{24}{2}\]
=> x= 12
Hence the value of x which satisfies the given equation \[7x-9-11=3x+4+2x\] is 12
Answer:
The answer for this question is 40
The answer is 221 divided by 13 equals 17 theres 17 people in each group
