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3 years ago

11

Maria wants to create a simple logo for her new flower shop. She would like to use the computer to create this logo. Maria shoul

d use ____

2 answers:

Eva8 [605]3 years ago

5 0

She should use, graphics software to create the logo.

Gnesinka [82]3 years ago

3 0

Answer:

a graphics software

Explanation:

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In 2001 chipotle, a fresh mexican grill, committed to increase its use of naturally raised meat, organic produce, and dairy with

Ahat [919]

<span>Their marketing approach is listening to customer feedback. Basing some marketing and some ways they produce their food on customer feedback can be both beneficial and work out well as long as it's cost effective and doesn't hinder sales much.</span>

6 0

3 years ago

Newell Company completed the following transactions in October:

olasank [31]

Answer:

a. Cash receive on Oct. 8 = $588

b. Cash receive on Oct. 16 = $1,261

c. Cash receive on Oct. 29 = $4,000

d. Cash receive on Oct. 27 = $1,176

e. Cash receive on Oct. 28 = $1,862

Explanation:

a. Oct. 8

Since cash was received within 10 days, it qualified for the stated 2% discount. Therefore, we have:

Cash receive on Oct. 8 = $600 - ($600 * 2%) = $588

b. Oct. 16

Since cash was received within 10 days, it qualified for the stated 3% discount. Therefore, we have:

Cash receive on Oct. 16 = ($1,700 - $400) - (($1,700 - $400) * 3%) = $1,261

c. Oct. 29

Since cash was received outside 10 days, it was NOT qualified for the stated 1% discount. Therefore, we have:

Cash receive on Oct. 29 = $5,000 - $1,000 = $4,000

d. Oct. 27

Since cash was received within 10 days, it qualified for the stated 2% discount. Therefore, we have:

Cash receive on Oct. 27 = ($1,400 - $200) - (($1,400 - $200) * 2%) = $1,176

e. Oct. 28

Since cash was received within 10 days, it qualified for the stated 2% discount. Therefore, we have:

Cash receive on Oct. 28 = ($2,300 - $400) - (($2,300 - $400) * 2%) = $1,862

7 0

3 years ago

Consider the Hotelling model of the competition between two firms discussed in class. Select ALL that apply.

rewona [7]

Answer: The corrects answers are: "a. If both firms are localized in position 1/2 (i.e., center of the line), neither firm has incentives to deviate and move to a different position.", "c. If Firm localize at the same point along the line, they will each sell to 50% of the consumers." and "d. If Firm 1 is located at position 1/2 (i.e., center of the line) and firm 2 is located somewhere else, then both firms have incentives to deviate and change their position along the line.".

Explanation: According to the Hotelling model of the competition between two firms:

a. If both firms are localized in position 1/2 (i.e., center of the line), neither firm has incentives to deviate and move to a different position. - If this were the case, it would be indifferent for customers to go to either.

c. If Firm localize at the same point along the line, they will each sell to 50% of the consumers. - This happens because each consumer will go to the nearest one.

d. If Firm 1 is located at position 1/2 (i.e., center of the line) and firm 2 is located somewhere else, then both firms have incentives to deviate and change their position along the line. - This happens because the strategy chosen is not suitable for either company.

7 0

3 years ago

A firm had after-tax income last year of $3.0 million. Its depreciation expenses were $0.6 million, and its total cash flow was

Maksim231197 [3]

Answer:

566665322223ggaaqdvhue

5 0

3 years ago

Billy's Goat Coats has a preferred share issue outstanding with a current price of $38.89. The firm last paid a dividend on the

blondinia [14]

Answer:

option (c) 9%

Explanation:

Data provided in the question:

current price of outstanding shares = $38.89

Last Dividend paid = $3.50

Marginal tax rate = 34%

Now,

cost of preferred equity = Dividend ÷ Price per share

thus,

cost of preferred equity = $3.50 ÷ $38.89

or

cost of preferred equity = 0.0899

or

cost of preferred equity = 0.0899 × 100%

= 8.99% ≈ 9%

Hence,

The correct answer is option (c) 9%

5 0

3 years ago