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The Simple Happiness Index

DAILY LRDI

SectionLR / DI

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Question No. 1+4 −1MCQ Single Answer

Data / Set

Directions: Read the information given below and answer the questions that follow.

The Simple Happiness Index (SHI) of a country is computed on the basis of three parameters: social support (S), freedom to make life choices (F) and corruption perception (C). Each of these three parameters is measured on a scale of $0$ to $8$ (integers only). A country is then categorised based on its total score, obtained by summing its scores in all three parameters, as shown in the following table:

Total Score	$0$ – $4$	$5$ – $8$	$9$ – $13$	$14$ – $19$	$20$ – $24$
Category	Very Unhappy	Unhappy	Neutral	Happy	Very Happy

The following diagram shows the frequency distribution of the scores in S, F and C of $10$ countries: Amda, Benga, Calla, Delma, Eppa, Varsa, Wanna, Xanda, Yanga and Zooma.

Bar graph of the number of countries with each score. Score 1: S 0, F 2, C 1. Score 2: S 0, F 1, C 3. Score 3: S 3, F 2, C 4. Score 4: S 3, F 1, C 1. Score 5: S 2, F 3, C 0. Score 6: S 1, F 0, C 1. Score 7: S 1, F 1, C 0.

Further, the following are known:

1. Amda and Calla jointly have the lowest total score, $7$ , with identical scores in all three parameters.
2. Zooma has a total score of $17$ .
3. All the $3$ countries which are categorised as Happy have the highest score in exactly one parameter.

What is Amda's score in F?