Answer:
Prescriptive analytics
Explanation:
Prescriptive Analytics refers to the data analytics field that specializes on determining the best approach in a situation, based on the data accessible. It is linked towards both descriptive analytics as well as predictive analytics yet highlights valuable insights rather than data analysis.
Prescriptive analytics collects information with its systems from either a range of descriptive or predictive databases and relates it to the choice-making process. It involves mixing existing conditions with alternative actions to evaluate how well the outcome would be influenced by each.
It can also assess the effects of judgment, based on various potential future situations. The discipline draws inspiration from applied mathematics, using a number of statistical techniques to construct and re-create potential judgment trends that could have different effects on an entity.
Answer:
The correct answer is: D. Marketing information system.
Explanation:
Modern marketing requires more dynamic and intelligent information systems every day. The real-time information for decision making every day becomes more relevant. Focusing marketing strategies on the knowledge of customers and markets, requires having antennas placed on the market and multi-source data collection systems that allow anticipating market trends and thus making smarter decisions. Technology, Big Data and artificial intelligence are changing the rules of the Information Systems game.
The Marketing Information System and the digitalization of processes go hand in hand, allowing companies to use technology as a tool for making timely decisions for the market.
Answer:
Conflicting personalities
A firm achieves differentiation parity ideally when it sells its products or services at a higher price than its competitors.
The idea of parity is that a company sells its products at a higher cost than competitors even though the product or service isn't unique. Differentiation is when one companies products compete and are better than another with the same product.
Answer:
0.4 swiss good(s) per U.S good(s)
Explanation:
firstly we calculate how many dollars we get per Frank so we will say $1/ 5 Swiss Franks =$0.2 which is similar to (5x =1, solve for x =1/5 / 0.2 in simple maths )per Swiss Franc thereafter we calculate the how many Swiss Francs per good compared to dollars per good we can get so therefore 2 Swiss Francs per good/$1 per good is the ratio of comparison , hence we treat f(X) as a function of swiss good(s) per U.S good, therefore f(X)= 2 x , knowing that x= 0.2 f(x)= 2(0.2) which will result in f(x)= 0.4.