Question: Consider the following set: Satellites ( = { ) Amos, Picard, Phonesat, Musat, Mercury, Gaia, Zenit, Meridian, Spacelab ( }

Consider the following set:
Satellites \(=\{\) Amos, Picard, Phonesat, Musat, Mercury, Gaia, Zenit, Meridian, Spacelab \(\}\)
Questions \(1-8\) are weighted 0.5 point each, and Questions 9-14 weight 1 point each. Answer the following questions in detail:
1. Define variable MySatellites that can hold any unordered collection of satellites.
2. Explain whether Amos can serve as a legitimate value for variable MySatellites.
3. Is \(\{\) Picard, Phonesat, Musat \(\}\in \) Satellites?
4. Is \(\{\) Picard, Phonesat, Musat \(\}\in \mathcal{P}\) Satellites?
5. Is \(\{\) Meridian, Spacelab \(\}\in \mathcal{P}\) Satellites?
6. Is \(\{\) Mercury, Gaia, Zenit \(\}\subset \mathcal{P}\) Satellites?
7. Is \(\{\{\) Picard \(\}\}\in \mathcal{P}\) Satellites?
8. Is \(\{\{\) Picard \(\}\}\subset \mathcal{P}\) Satellites?
9.(a) What does the expression MySatellites \(=\mathcal{P}\) Satellites signify and (b) Is the expression semantically equivalent to MySatellites : \(\mathcal{P}\) Satellites?
10. What does the expression MySats \(=\) Satellites \(\times \) Satellites signify exactly? Is variable MySats atomic or non-atomic?
11.(a) What is the difference between the following two variable declarations and (b) are the two variables atomic or non-atomic?
-\(\lambda_{1}\) : Satellites
-\(\lambda_{2}: \mathcal{P}\) Satellites
Consider the following set: Satellites \ ( = \ {

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