Answer:
D, product-communication adaptation
Explanation:
Product adaptation can be defined as the process of modifying a product to make it useful for a variety of users.
Communication adaptation can also be defined as the change in a product's communication as a result of a change in product strategy.
Product-communication adaptation can be defined as the modification of a product for a variety of users but ensuring that the marketing of the product is through standard communication channels.
In the case of Campbell adapted his product to look like M'm M'm Good product but ensured that he used a standard communication channel (ads) to market his product.
Cheers.
Answer:
The correct option is B.
Explanation:
Emergency managers and planners are professionals, who are experts in the art of analyzing problems, making appropriate decisions and taking necessary actions that will solve the problems on ground.
The decision making process usually begin before the occurrence of emergency, this is called the planning stage. At this stage, an organization usually make decisions about how it is going to react to certain emergency situations that might occur in the future.
An effective and deliberate planning prior to emergency will greatly enhance the ability of the organization to respond effectively during emergency situations. The number and the size of decisions and problems that need to be addressed during an emergency situation depend largely on the quality of the decisions that were made (or were not made) during the planning process.
Answer: The average mark is n.
Explanation: The average mark is a average of averages. The average mark of class of p student is n, and q student is n, so n+n/2= 2n/2=n.
Plan A is the most helpful to poor families because the amount received is unconditional on other factors like income.
Answer:
A) if I flip the coin many, many times, the proportion of heads will be approximately 1/2, and this proportion will tend to
get closer and closer to 1/2 as the number of tosses increases.
Explanation:
Probability is described as the likelihood of an event happening. It is expressed in numerical fractions between zero and one. Zero means near certainty that the event will not occur while one is a guarantee that the event is happening.
A probability of 1/2 signifies a 50 percent chance. In a coin toss, 1/2 probability means the coins have 50 chance of landing on either tail or head. A coin has only two sides. Each ill toss presents a head or tail. The more tosses one makes, the proposition of heads to tail get closer 1/2. Very many tosses will give show 1/2 to either tails or head.
