I believe the answer is FFA.
Hope this helps.
(Please mark this brainliest, I would really appreciate it) Thanks!
It is <span>hoped that this Integrated Marketing Communication program will provide a great start in the market.
It is an idea of showcasing interchanges arranging that perceives the additional estimation of the extensive arrangement that assesses the key parts of an assortment of correspondence disciplines. It consolidates all components of advancement blend into one thorough and bound together procedure. The thought is to utilize every single limited time device and assets to make a brand picture.
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Answer:
Option "D" is the correct answer to the following statement.
Explanation:
Brand participation strategy is a commitment provided by companies for a brand. This is brand recognition with its engagement and express marketing. Social media has helped to increase the willingness of customers to engage with products with a new standard for brands and to build new connections between brands and customers.
Answer: increase, while the revenue that is generated from the tax would reduce.
Explanation:
Deadweight loss occurs when there's a decline in total surplus which is due to the fact that there's a distortion in the market. Social Security tax is a tax that's imposed by the government on the employers and the workers in the country which is used to cater for the old, disabled, veterans etc.
Based on the scenario in the question, we would expect the deadweight loss from the Social Security tax to increase, while the revenue that is generated from the tax would reduce.
Answer:
$60 per unit
Explanation:
Total overheads:
= Overheads of fabrication department + Overheads of assembly department
= $90,500 + $109,700
= $200,200
Total labor hours:
= Blinks + Dinks
= (1,013 × 4) + (1,859 × 5)
= 4,052 + 9,295
= 13,347
Overhead rate per hour = Total overheads ÷ Total labor hours
= $200,200 ÷ 13,347
= $15 per hour
Total overhead cost for blinks:
= Total hours for blinks × rate per hour
= 4,052 × $15 per hour
= $60,780
Overhead cost per unit for Blinks:
= Total overhead cost for blinks ÷ Total units
= $60,780 ÷ 1,013
= $60 per unit
