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Reika [66]
3 years ago
12

Bonita Industries had the following information at December 31: Finished goods inventory, January 1 $120000 Finished goods inven

tory, December 31 226000 If the cost of goods manufactured during the year amounted to $1895000 and annual sales were $2994000, how much is the amount of gross profit for the year?
Business
1 answer:
EleoNora [17]3 years ago
7 0

Answer:

$1,205,000

Explanation:

Given that,

Finished goods inventory, January 1 = $120,000

Finished goods inventory, December 31 = $226,000

Cost of goods manufactured during the year = $1,895,000

Annual sales = $2,994,000

Cost of goods sold:

= Finished goods inventory, January 1 + Cost of goods manufactured during the year - Finished goods inventory, December 31

= $120,000 + $1,895,000 - $226,000

= $1,789,000

Gross profit for the year:

= Annual sales - Cost of goods sold

= $2,994,000 - $1,789,000

= $1,205,000

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Answer:

AFC = \frac{TFC}{q}

MC = \frac{d}{dq} TC

AVC = \frac{TVC}{q}

AC =  \frac{TC}{q}

Explanation:

The cost function is given as C=9+q^{2}.

The fixed cost here is 9, it will not be affected by the level of output.

The variable cost is q^{2}.

AFC = \frac{9}{q}

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MC = \frac{d}{dq} C=9+q^{2}

MC = 2q

AVC = \frac{TVC}{q}

AVC = \frac{q^2}{q}

AVC = q

AC =  \frac{TC}{q}

AC =  \frac{[tex]C=9+q^{2}}{q}[/tex]

AC = \frac{9}{q} +q

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Answer:

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Answer:

$10,000

Explanation:

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