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KIM [24]
3 years ago
13

Which two arguments support loose constructionism?

Law
1 answer:
Anastaziya [24]3 years ago
7 1

Answer:

Loose constructionism is an ideological position of legal interpretation (especially of the Constitution) by means of which the judges have the power not only to judge compliance with the different laws, but also to interpret the text of the legal provisions of the Constitution, defining its scope and content.

Two arguments in favor of this position are, on the one hand, that the Constitution is not a rigid law but that it is constantly being modified through jurisprudential interpretations, with which it is necessary for judges to be able to interpret its clauses in a lax way; and on the other, that a rigid Constitution would be easily set aside by society, since it would not adapt to changes in circumstances on its part.

Bug
2 years ago
SO whats the answer?
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Two key questions should be asked when analyzing the problem dimension. Which of the following are the correct questions?
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Answer:

For this problem we just refer to the descriptions that you placed under the prompt. According to Malcolm's bandmate, it would be easier to solve the trinomial by subtracting 350 from both sides and then factoring the equation. Malcolm, on the other hand, thinks that we should manipulate the equation in order to make it a perfect square trinomial.

2. This trinomial would be easily solved by using Malcolm's idea. As Malcolm pointed out, you just need to apply a formula to manipulate the equation then you can find the roots in no time. Finding the factors of 350 just to solve the trinomial would be the hard way to go since you would be considering a lot of them.

3. For this item, we are just tasked to follow what Malcolm's bandmate started doing. So, we would just need to think of two numbers that would result to -350 when multiplied. To start off, let's think of something we can divide 350 by, let's say 70. Now, if we divide -350 by 70 the result would be -5 therefore that would be our two numbers (p and q). p + q would therefore just be 65.

Explanation:

add up and keep doing it

4 0
3 years ago
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Answer:

10

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no explanation needed

7 0
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