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Norma-Jean [14]
3 years ago
10

In the early days of computers, programmers and designers started businesses in their parents’ garages and worked there until th

ey were able to sell enough of their products to move into a location of their own. Anahi and Joelle started a small software and computer hardware. They have filed for a patent on their latest invention and are working on two others. Which of the following statements is correct regarding small business and technical innovation?
a. Small firms produce two-and-a-half times as many innovations as large firms relative to the number of persons employed.
b. Small firms employ a smaller percentage of high-tech workers as scientists, engineers, and computer specialists than medium- and large-sized firms.
c. Large firms produce 16 to 17 times more patents per employee than small patenting firms.
d. Studies show that the incidence of innovation among small-business workers is significantly lower than among workers in large businesses
Business
1 answer:
joja [24]3 years ago
4 0

Answer:

The correct answer is a. Small firms produce two-and-a-half times as many innovations as large firms relative to the number of persons employed.

Explanation:

SMEs have enormous advantages in terms of innovation compared to large companies because their size gives them dynamism, greater internal flexibility and responsiveness to changing circumstances.

However, some barriers they encounter are the difficulty of financing, the lack of specialists or the lack of resources.

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Managerial economics is relevant to nonprofit organizations and government agencies as well as conventional, for-profit businesses.

<h3>What is Managerial economics?</h3>

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Having an efficient portfolio when preparing a financial planning is undeniably important as this helps you in your decision-making; whether you engage in something while knowing the specific risk of doing that certain action.

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3 years ago
Department S had no work in process at the beginning of the period. It added 12,200 units of direct materials during the period
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Answer:

Cost of completed units = $158,240

Explanation:

<em>Cost of completed units = Cost per equivalent unit × no of units</em>

<em>Equivalent unit = Degree of completion × units of work</em>

<em>Equivalent units of material</em>

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= $(9.2+8)× 9,200 = 158,240

Cost of completed units = $158,240

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