Answer:
correlational research
Explanation:
According to my research on different types of research methods, I can say that based on the information provided within the question the research methods that is likely to be most appropriate is a correlational study. This is because a correlational study is a method that focuses on testing and analyzing how a change in one variable affects another variable. Which is exactly what Al wants to determine.
I hope this answered your question. If you have any more questions feel free to ask away at Brainly.
Answer:
The phrase "whatever I choose" conveys a demanding tone.
Explanation:
Rudyard Kipling's short children poem "Playing Robinson Crusoe" is a short fun poem where the speaker speaks of his pets. This poem is part of the collection of poems "Poems That Every Child Should Know".
In the poem, the child speaker tells how he prefers Binkie, his dog, as compared to Pu ssy, the cat. The given lines are from the second stanza where he compares the two pets, Pu ssy does what she wants and "won't attend" to the wishes of the child. But Binkie <em>"is [his] true first Friend"</em> who <em>"will play whatever [he] chooses"</em>.
Thus, the <u>effect of the lines on the tone is that the phrase "whatever I choose" conveys the demanding tone of the speaker</u>. This is supported by the fact that <u>he prefers the dog instead of the cat because of their loyalty and obedience</u>.
The correct answer is C.
A monopoly is a market structure where a single firm serves the whole demand of a specific good or service. It does not face competitors, therefore, such firm has absolute market power to decide the price charged for its products.
So, the monopoly is able to charge a higher price than in a perfect competition scenario where the price would be set at the intersection betweeen the demand function and the marginal cost function.
Instead, the quantity sold in the monopoly (<u>q*) is determined by the intersection of the marginal revenue and marginal cost curves, and the monopoly price is computed by substituting q* in the expression of the demand function </u>(because the demand function relates price and quantity).
<u>The result is 15$ as the picture shows. </u>