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




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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