The study of explanatory or independent differences based on the dependent variable is a simple statistical method. The correlation between two variables is researched in which only the explanatory variable of them would be present, and the further discussion can be defined as follows:
For point (i):
- The log(distances) seem to be optimistic, and their valuation is 0.312, which also means that the cost of a house will rise even as the distance increases.
- In this, the certainly is what everybody expects the better the house from the sewage treatment is from a hygienic viewpoint.
For point (ii):
- In this regard, we cannot use straightforward regression, even as non-biased price estimation might not even be provided.
- The price-distance relationship here is not so much linear.
For point (iii):
- Several factors influence the house's price, the biggest contributor is house length, market nearness or public areas, number of rooms, etc.
- Thus the only influence is not the mere distance from the incinerator. It's one of the factors affecting housing pricing.
- The proximity of markets and places can be connected to the distance from the crematorium.
- However, factors such as house size and the number of stories aren't related to the distance from the incineration plant.
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The answer is 3x-3. You have to distribute the 3 to both of the variables in the equations. The 1 in the parentheses is a negative and multiplying the 3 will result in a negative 3.
Answer:
20x^6
Step-by-step explanation:
1. Multiply 5 and 4 to get coefficient
2. add the exponents ( 3+3) and the final exponent is 6
The final answer is
Answer:
i dont even know this but my gess is 27 due to decimals
Step-by-step explanation:
The Second Derivative Test asserts that
- f'(c) = 0 and f''(c) > 0 implies that f has a local minimum at c
- f'(c) = 0 and f''(c) < 0 implies that f has a local maximum at c.
Intuitively, f''(c) > 0 means a smiley face so any critical number of f where f'(c) = 0 should result in a local minimum, the local bottom extreme of the happy face. f''(c) < 0 means a frowning face so any critical number of f where f'(c) = 0 should result in a local maximum, the local top extreme of the happy face
It is inconclusive when f''(c) = 0 or f''(c) does not exist. (For example, consider . It has no local maxima or minima, yet and .)
Therefore,
- From f’(3) = 0 and f’’(3) = -2, we can conclude that f has a local maximum at 3.
- From f’(-2) = 0 and f’’(-2) = 2, we can conclude that f has a local minimum at -2.
- From f'(4) = 0 and f''(4) = 0, we cannot conclude anything from just those two pieces alone. We cannot determine if f has a local maximum or minimum at 4, nor can we say anything about inflection points since we do not know if f'' changes sign at x = 4.