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3 years ago

How does consumer response to advertising vary on different days of the week and at different times of the day

Business

1 answer:

Romashka-Z-Leto [24]3 years ago

3 0

Answer:

The theme is very complex, however a short explanation of that type of distribution is given below with and example.

Explanation:

To begin with, that distribution of variables will totally depend on the type of product that is being under study. Having that in mind, the distribution to the advertising will be more or less strong on the consumer's attention depending on the day. Therefore that, for example, if the case is about an alcoholic drink or something related to the weekends like clothes for going out or something like that, then the advertising will cause more impact in the consumer on fridays and saturdays and that will be like that because the consumer will now be exposed to the possible situation of going out that exact night so he or she might want to consumer an alcoholic drink.

It will be the same with the hours of every day, if the advertising is shown late at night but before party time, then the consumers will be exposed to that commercial and will the necessity of buying, psychologically speaking.

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2 years ago

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4 years ago

Read 2 more answers

Suppose that a company needs 1,500,000 items during a year and that preparation for each production run costs $900. Suppose also

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Answer:

30,000 units

Explanation:

we can use the economic order quantity formula:

EOQ = √(2SD/H)

where:

S = order cost (per purchase order) ≈ production run cost = $900
D = demand in units (annual basis) ≈ production requirement = 1,500,000 units
H = holding costs (per unit, per year) = $3 per item, per year

EOQ = √[(2 x $900 x 1,500,000) / $3] = 30,000 units

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4 years ago

fields company has two manufacturing departments, forming and painting. the company uses the weighted average method and it repo

UNO [17]

The equivalent units of production for both direct materials and conversion for the forming department is 369,000, 384,000. b. The costs per equivalent unit of production for both direct materials and conversion for the forming department is 4.898, 3.129.

<h3>Equivalent unit of material and conversion</h3>

1. Equivalent unit of material and conversion

Unit transferred out = 34,500+490000-30000

Unit transferred out= 394,500

Equivalent unit of material = 394,500+(30000×85%)

Equivalent unit of material= 369,000

Equivalent unit of conversion = 394,500+(30000×35%)

Equivalent unit of conversion = 384,000

2. Cost per equivalent unit

Material = (56,200+1,800,200)/379,000 = 4.898

Conversion = (22,900+1,179,000)/384,000 = 3.129

3. Total Cost assigned

Cost assignment and reconciliation

Cost of units transferred out

Direct material= (394,500×4.898)

Direct material=1,932,261

Conversion=394,500×3.129

Conversion=1,234,391

Total Cost transferred out=1,932,261+1,234,391

Total Cost transferred out=3,166,652

Cost of ending work in process:

Direct material=(394,500-369,000)×4.898

Direct material=124,899

Conversion=(384,000-369,000)×3.129

Conversion=49,935

Total Cost of ending work in process= 124,899+49,935

Total Cost of ending work in process= 171,834

Hence:

Total Cost assigned=Total Cost transferred out+Total Cost of ending work in process

Total Cost assigned=3,166,652+171,834

Total Cost assigned=3,338,486

Therefore the equivalent units of production for both direct materials and conversion for the forming department is 369,000, 384,000. b. The costs per equivalent unit of production for both direct materials and conversion for the forming department is 4.898, 3.129.

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2 years ago