Author Question: An S-curve showing the growth in the percentage of adopters is useful in helping to explain A) ... (Read 55 times)

moongchi

  • Hero Member
  • *****
  • Posts: 516
An S-curve showing the growth in the percentage of adopters is useful in helping to explain
 
  A) the spatial diffusion of an innovation.
  B) connectivity in topological space.
  C) the transferability of energy resources.
  D) the relationship between relative and absolute distance.
  E) the impact of sense of place on outsiders.

Question 2

A(n) ________ is the ratio between linear distance on a map and linear distance on the earth's surface.
 
  A) map scale
  B) economy of scale
  C) map projection
  D) isoline



chinwesucks

  • Sr. Member
  • ****
  • Posts: 341
Answer to Question 1

Answer: A

Answer to Question 2

Answer: A



Related Topics

Need homework help now?

Ask unlimited questions for free

Ask a Question
 

Did you know?

Always store hazardous household chemicals in their original containers out of reach of children. These include bleach, paint, strippers and products containing turpentine, garden chemicals, oven cleaners, fondue fuels, nail polish, and nail polish remover.

Did you know?

Elderly adults are living longer, and causes of death are shifting. At the same time, autopsy rates are at or near their lowest in history.

Did you know?

A strange skin disease referred to as Morgellons has occurred in the southern United States and in California. Symptoms include slowly healing sores, joint pain, persistent fatigue, and a sensation of things crawling through the skin. Another symptom is strange-looking, threadlike extrusions coming out of the skin.

Did you know?

The use of salicylates dates back 2,500 years to Hippocrates's recommendation of willow bark (from which a salicylate is derived) as an aid to the pains of childbirth. However, overdosage of salicylates can harm body fluids, electrolytes, the CNS, the GI tract, the ears, the lungs, the blood, the liver, and the kidneys and cause coma or death.

Did you know?

Human neurons are so small that they require a microscope in order to be seen. However, some neurons can be up to 3 feet long, such as those that extend from the spinal cord to the toes.

For a complete list of videos, visit our video library