The relationship between the two quantities that is the amount of money earned and number of hours worked is direct .
The correct option is B
When two values x and y can be represented in the general form y = kx, where k is the proportionality constant, then there is a proportional relationship between them.
In the equation y= kx, the amount of money a person makes is directly related to the amount of time they work.
FOR EXAMPLE -
Since a person earns $100 for 5 hours of work, we can use this information to find the value of k. Substituting 100 and 5 into the equation results in 100 = k 5. Solving for k produces k = 20. Now we can write a specific equation relating the money earned and the hours worked as y = 20x.
y= 20(18) = $360
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The real return is the difference between the nominal and actual rate of inflation. Therefore, the real return revived by Luigi will be 6%.
<u>Given</u><u> </u><u>the</u><u> </u><u>Parameters</u><u> </u><u>:</u>
- <em>Nominal rate = 7% </em>
- <em>Actual rate of inflation = 1%</em>
<em>Real return = Nominal rate - Actual rate of return </em>
Real Return = 7% - 1% = 6%
Therefore, the real return on Luigi's money would be 6%
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Answer:
Compulsive exercise
Explanation:
Exercising too much in an effort to loose weight and burn calories is called Compulsive exercise. It is also a disorder commonly found in children
What i learned about the poetry of the romantic period is that;
It dealt with themes of the beauty of nature, the emotions and the individualism of the speaker.
<h3>Understanding Romantic Poetry</h3>
From the selections being talked about as seen online, we can say that Romantic poetry normally tries to deal with themes of the beauty of nature, emotions and the individuality of each speaker.
Another thing i learnt from romantic poetry is that they show high subjectivity and mystical spiritual apparitions as well as incorporation of life terms such as death, darkness, and depression that could arise due to love.
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The best solution in one where the solution is being made strictly on the basis of "pros and cons" would be to pick the solution where the pros, outweigh the consequences. In other words pick a solution with more pros than cons.