Answer:
i believe the answer Is manifest destiny
Answer:
Martin and Toshio differs in<u> level of optimisim.</u>
Explanation:
<em>Optimisim is the state whereby an individual feels the urge of success or succeeding in any given endeavor to be embarked on irrespective of whether the person has an experience in that field or not. </em>This mental state of mind differs from one individual to another and could be caused to manifest on an individual based on different factors.
Martin has a very high level of optimisim leading to him having a positive view on the physics class even though he has a weak background in science field while his friend, Toshio has a very low optimisim level, hence his pessimistic view on the idea by his friend.
Answer:
1. Nature and nurture.
2. Continuity and stages.
3. Stability and change.
Explanation:
Developmental psychology is the scientific study of how and why human beings change over the course of their life. Developmental psychology currently focuses in the entire human being lifespan.
Developmental psychology examines our physical, cognitive, and social development and it focuses on three major issues:
- Nature and nurture: How does our genetic inheritance (our nature) interact with our experiences (our nurture) to influence our development?
- Continuity and stages: What parts of development are gradual and continuous? What parts change abruptly in separate stages?
- Stability and change: Which of our traits persist through life? Which traits of characteristics of ourselves change as we grow older?
So, the question is asking for one of the three major concerns of developmental psychology but since there are no options given, I've given you the three major concerns which developmental psychology focuses in.
<span>The "product line" rule must be used to find out the number of ways that two representatives can be picked so that one is a mathematics major and the other is a computer science major.
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The product line states that if the two functions f(x) and g(x) are differentiable (i.e. the derivative exist) then the product is differentiable and:
(fg)'=f'g+fg'
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