Please solve the following problem in python

def is_perfect_power (n) A positive integer n is said to be a perfect power if it can be expressed as the power b*e for some two integers b and e that are both greater than one. (Any positive integer n can always be expressed as the trivial power n**1, so we don’t care about that.) For example, the integers 32, 125 and 441 are perfect powers since they equal 2**5, 5**3 and 21**2, respectively. This function should determine whether the positive integer n given as argument is some perfect power: To do this, your code needs to somehow iterate through a sufficient number of possible combinations of b and e that could work, returning True as soon as it finds some b and e that satisfy b**e ==n. Since n can get pretty large, your function should not examine too many combinations of b and e above and beyond those that are necessary and sufficient to determine the answer. Achieving this efficiency is the central educational point of this particular problem Expected result False 42 441 True 469097433 True 12**34 True 12**34 1 False Show transcribed image text def is_perfect_power (n) A positive integer n is said to be a perfect power if it can be expressed as the power b*e for some two integers b and e that are both greater than one. (Any positive integer n can always be expressed as the trivial power n**1, so we don’t care about that.) For example, the integers 32, 125 and 441 are perfect powers since they equal 2**5, 5**3 and 21**2, respectively. This function should determine whether the positive integer n given as argument is some perfect power: To do this, your code needs to somehow iterate through a sufficient number of possible combinations of b and e that could work, returning True as soon as it finds some b and e that satisfy b**e ==n. Since n can get pretty large, your function should not examine too many combinations of b and e above and beyond those that are necessary and sufficient to determine the answer. Achieving this efficiency is the central educational point of this particular problem Expected result False 42 441 True 469097433 True 12**34 True 12**34 1 False

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Answer to def is_perfect_power (n) A positive integer n is said to be a perfect power if it can be expressed as the power b*e for …