Question
In: Biology
In Brain Evolution, George F. Striedter writes “Historical explanations are really predictions in hindsight: given what...
In Brain Evolution, George F. Striedter writes “Historical explanations are really predictions in hindsight: given what we know, could we have predicted what actually came to pass? If the answer is affirmative, then we have explained the past.” Do you agree? Is being able to predict what actually came to pass the criterion for understanding historical events?
Solutions
Expert Solution
Constructive memory and simulation of future experiences. The
current definition of imagination is too simple and ambiguous, and
hinders the progress of evolutionary and developmental
neuroscience. This definition did not change for thousands of years
and left a lot of great thinkers confused about subjective mental
processes in humans and animals. If there is one single thing that
distinguishes humans from other life-forms, living or extinct,
it
is the capacity for symbolic thought: the ability to generate
complex mental symbols and to manipulate them into new
combinations. This is the very foundation of imagination and
creativity of the unique ability of humans to create a world in the
mind.
gladiator answered 2 years agoRelated Solutions
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What arguments can be given that the historical cost framework
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Q] The historical actual sales of an item purchased by a factory is given below. What...
Q] The historical actual sales of an item purchased by a factory
is given below. What would have been the forecast had the manager
a) used 3 period moving average to make the forecast in the
past, and b) used exponential smoothing with alpha=0.2
to make the forecast in the past. Show all
calculations. PLEASE PROVIDE TABULATED EXCEL CALCULATIONS.
Month
Actual Sales
1
45
2
48
3
37
4
40
5
43
6
37
7
46
8
48
9
42...
really confused on D E F G so please explain what you did to solve them...
really confused on D E F G so please explain what you did to
solve them so i can learn how
I. Suppose the United States economy is represented by the
following equations: Z = C + I + G C = 300 + 0.9YD T = 1,000 I =
200 YD = Y – T G = 2,000
a. Calculate the equilibrium level of output.
b. After you have calculated equilibrium income, calculate the
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For a given focal length, f, for what values of the object
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Given what you know about brain plasticity and neural representation of the body i.e. cortical homunculus,...
Given what you know about brain plasticity and neural
representation of the body i.e. cortical homunculus, how would you
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Given what we know about brain mechanisms in memory, are our memories accurate? Explain your answer...
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Given the following information, what is the historical real return for long-term government bonds? Long-term government ...
Given the following information, what is the historical real
return for long-term government bonds?
Long-term government
6.40%
Long-term corporate
6.50%
Inflation rate
3.15%
(A) 9.75%
(B) 3.25%
(C) 3.15%
(D) -3.36%
Consider the following information about two stocks and indicate
which stock has the most systematic risk.
State
Probability
Stock A
Stock B
Recession
0.15
0.11
(0.35)
Norman
0.55
0.18
0.11
Boom
0.30
0.08
0.31
Market risk premium
8.50%
Risk-free rate
3.00%
(A) Both risk are the same...
Given the following information, what is the historical real return for long-term government bonds? Long-term government ...
Given the following information, what is the historical real
return for long-term government bonds?
Long-term government
6.40%
Long-term corporate
6.50%
Inflation rate
3.15%
(A) 9.75%
(B) 3.25%
(C) 3.15%
(D) -3.36%
Consider the following information about two stocks and indicate
which stock has the most systematic risk.
State
Probability
Stock A
Stock B
Recession
0.15
0.11
(0.35)
Norman
0.55
0.18
0.11
Boom
0.30
0.08
0.31
Market risk premium
8.50%
Risk-free rate
3.00%
(A) Both risk are the same...
Taylor series f(xi+1)=f(xi)+f'(xi)h+(f''(xi)/2!)h2+(f'''(xi)/3!)h3+..... given f''(xi)=(-f(xi+3)+4f(xi+2)-5f(xi+1)+2f(xi))/h2 what is the order of error o(h2)
Taylor series
f(xi+1)=f(xi)+f'(xi)h+(f''(xi)/2!)h2+(f'''(xi)/3!)h3+.....
given
f''(xi)=(-f(xi+3)+4f(xi+2)-5f(xi+1)+2f(xi))/h2
what is the order of error o(h2)
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