Question: NEED SOLUTION IN PYTHON AS SOON AS POSSIBLE MUST MATCH EXACT OUTPUT WITH INPUT Part B - Test of App... Part A - Test Note

NEED SOLUTION IN PYTHON AS SOON AS POSSIBLE MUST MATCH EXACT OUTPUT WITH INPUT

NEED SOLUTION IN PYTHON AS SOON AS POSSIBLE MUST MATCH EXACT OUTPUT

WITH INPUT Part B - Test of App... Part A - Test

Note : You need to press "Final Submit" for your program to

be co In Jeremy's kingdom, there is a kind of insect that

Part B - Test of App... Part A - Test Note : You need to press "Final Submit" for your program to be co In Jeremy's kingdom, there is a kind of insect that takes on forms after some specific 17 2conds [ms]. 7583 35831162 me intervals given in 275831162_162 Fish-Beta: Lives for next 2 ms. After 2 ms, it grows and instantly changes itself into Fish--Gamma. Fish-Gamma: Lives for next 8 ms. After 8 ms, a Fish- Gamma grows and instantly changes itself to Fish-Delta. Fish-Delta: Lives for next 16 ms. After 16 ms, Fish-Delta grows and instantly splits into 2 Fish-Beta. _169 5912 a specific time, find the in the below example: POS31 ratus of the insect as 5 Bohem The beginning point is 100, i.e. there exists only 1 Be831162 162 before the time starts. Time input by the user: 10 ms 0-2: 1 00, the insect is in Beta phase. 3-10: for next 8 ms, the insect will be in Gamma phase. As the input given by the user is within the range of 2 to 10 (both inclusive), the answer will be 1 Gamma will be available, 62162 17586,629 be represented by 0 10. 173 Framnla 1. eed to press "Final Submit" for your program to be cc the answer will be 1 Gamma will be available, which can be See Asented by 010. 1: 175831162_1621 Input: 10 -> Input Integer, number of seconds 175831162_162 Output: 010 -> Output (Beta, Gamma, Delta) Explanation: 17500e have 3 different phases. 175831162 162 175831162_162 E 2: Beta 3-10: Gamma 11-26: Delta As the input given by the user is within the range of 2 to 10 (both inclusive) the answer will be 1 Gamma will be available, which can be represented by 0 10. 175831162_162 175831162 162 175 tample 2: Input: 27 Innit intrar nuimhornfrendo Note: You need to press "Final Submit" for your progra D. Input: 27 170, 3116 integer, number of seconds 162 200 -> Output (Beta, Gamma, Delta) > 3,7583118 175831162 Explanation: We have 3 different phases. 0-2: : Delta 1758. Qamma As the input given by the 5831162_162 75831162_162 user is 27, which is greater than 26, the insect will move to the next phase and split into 2 Beta. So, the answer will 200 (Beta, Gamma, Delta). Constraints: 0

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