If neuron L is repeatedly stimulated very rapidly, The expected changes in the postsynaptic neuron are: "(Option D). See the attached for the full question.
<h3>What is the postsynaptic neuron?</h3>
Postsynaptic neurons are the neurons that take receipt of the triggers from the synapse. The synapse is responsible for generating and transmitting electrical signals.
Thus, it is right to state that if neuron L is repeatedly stimulated very rapidly, The expected changes in the postsynaptic neuron are:
- Several simultaneous action potentials
- Movement farther away from the threshold.
Learn more about the postsynaptic neuron at:
brainly.com/question/26387085
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Answer:
This question is incomplete, the options are missing. The options are the following:
a) For consumer purposes
b) For commercial purposes
c) Usurious
d) An online contract
And the correct answer is the option C: Usurious.
Explanation:
To begin with, in the area of law, the term known as <em>"Usury" </em>is refer to the practice that focuses on making the lender richer in unethical ways so therefore that this practice is considered to be the one that makes inmoral monetary loans that try to affect the borrower in order to benefit the lender. One example of the use of this term could be the case in where the lender charges or try to charges a higher interest rate to the borrower than the one that is prohibited by law as a maximun rate.
Answer:
For Bagels = 1.33
For Donuts = -1.33
Explanation:
Using the midpoint method, Alex's percentage change in income is given by the difference in income divided by the average income:

Alex's percentage change in demand for both bagels and donuts is given by the difference in the quantity consumed divided by the average consumption:

Alex's income elasticity of demand for bagels and donuts, respectively, is:

His income elasticity of demand for bagels is 1.33, while for Donuts it is -1.33.
Answer:
The beta is 1
Explanation:
The computation of beta using the CAPM model is shown below:
As we know that
Expected rate of return = Risk free rate of return + Beta × Market risk premium
9.5% = 5% + Beta × 9.0%
9.5% - 5% = Beta × 9.0%
9.0% = Beta × 9.0%
So, the beta is 1
We simply applied the above formula so that the correct value could come
And, the same is to be considered