Answer:
$5572500
Explanation:
consolidated cost of goods sold for 2020 would be:
consolidated cost of goods sold = ( total of goods sold by bought company ) - ( intra-entity transfer ) + ( ending unrealized gross profit ) - ( beginning unrealized gross profit )
= ( 5400000 + 1200000 ) - ( 1000000 )+(1000000*20%)*20% - {(650000*15%)*(450000/650000)}
= 6600000 - 1040000 - ( 97500 * 45/65 )
= $5572500
Answer: Option (A) is correct.
Explanation:
It was given that consumer prefers Adidas to puma brand soccer cleats but he buys puma brand soccer cleats. This is only because of the price theory and rational consumer choice. We know that a rational consumer will choose a product with a lower price. Both puma and Adidas brand soccer cleats are substitutes, thus, if the price of puma cleats is lower than the Adidas cleats then he should prefer puma brand soccer cleats.
Answer:
D. Informational
Explanation:
Informational appeal is a form of advertisement in which a producer or marketer explain his/her products to viewers and target customers. It gives a brief highlight to the benefit a consumer will get from using the specifit product. It elucidates and shines more lights on a products attributes, benefits and characteristics. When ExxonMobil explains areas on lithium ion batteries, hydrogen technology, biofuels, and CO2 capture technologies, they are using information appeal.
Answer:
COGS= $2,060
Explanation:
Giving the following information:
July 1: Beginning Inventory 30 units at $15 $450
July 7: Purchases 90 units at $23 2070
July 22: Purchases 10 units at $20 200
Ending inventory in units0 30 units
<u>First, we need to calculate the number of units sold:</u>
Units sold= total units - ending inventory in units
Units sold= 130 - 30
Units sold= 100
<u>Now, to calculate the cost of goods sold under the FIFO (first-in, first-out), we need to use the cost of the firsts units incorporated into inventory:</u>
COGS= 30*15 + 70*23
COGS= $2,060
False. It involves the ability to take charge of things or starting/doing things independently on ones own.
