Answer:
True.
Explanation:
A radical innovation also known as the disruptive innovation is an innovative approach aimed at destroying or supplanting old business strategies and models with an invention to breakthrough and change the whole industries by creating new products.
Hence, an innovation and enterprise can help to develop new and niche markets as the business would be starting afresh and offering new products and services to meet the unending needs or requirements of its customers.
Answer:
$78,000
Explanation:
Total cost of producing 2,000 tires:
= [(Direct materials + Direct manufacturing labor + Variable manufacturing overhead) × 2,000 units] + Fixed cost
= [($20 + $3 + $6) × 2,000 units] + ($10 × 2,000 units)
= $58,000 + $20,000
= $78,000
Therefore, the total cost of producing 2,000 tires is $78,000.
All of Cornelius’s activities are aimed at giving grand games a sustainable competitive advantage through <u>strategic positioning.</u>
- Strategic positioning simply refers to the methods that a business can use in distinguishing itself from its competitors. It is the decision taken by a firm on how to serve the customers and deliver quality products to them.
- Based on the information given, Cornelius owns a high-end store that retails games and toys that are handcrafted and carefully selected. Also, Cornelius targets customers who value artisanal work, this is referred to as strategic positioning.
In conclusion, the correct option is strategic positioning.
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(b) Statue of frauds
<span>Statue of frauds is generally the requirement of particular
contracts to be in writing and signed by all parties involved in an agreement.
In the context of real estate, the statue of frauds protects tenants from
unfair eviction or tenancy termination. Similarly, it protects property buyers from
sellers’ “change of mind” or refusal to sell the property on the grounds that
the seller obtained a higher offer price from another interested buyer. However,
there are exemptions to the statue of frauds which vary from state to state. </span>
