<span>When Mary is late coming home from work, John decides that it's because she has lost interest in their relationship. This situation illustrates the Framing effect.</span>
Answer:
f : III
f' : II
f'' : I
Explanation:
From x = 0 to about x = 1.5, graph III decreases; on this interval, II is negative. From x = 1.5 to x = 2, graph III increases; on this interval, II is positive. From x = 2 to about x = 2.3, graph III decreases; on this interval, II is negative. From about x = 2.3 to x = 3, graph III increases; on this interval, II is positive. And finally, from about x = 3 to about x = 4, graph III decreases; on this interval, II is negative.
Therefore, graph II corresponds with the slope trend of graph III. If III is f, II is f'.
To determine that graph I corresponds with the slope trend of graph II and is therefore f'', follow a similar process comparing graphs I and II.
If II is f', I is f''.
Therefore, f : III and f' : II and f'' : I
The correct answer is D: model the behavior whenever appropriate.
Answer:
-6
Explanation:
Hmu if you need anything! :)
THE TYPE OF SPATIAL DIFFUSION IS CALLED REPEATER
