Implement a pseudorandom random number (bit) generator (PRNG). A good random bit generator is supposed to generate bits independently, i. e., the probability of bit 0 (p0) is the same as the probability of bit 1 (p1), where
p0 = p1 = 0.5 and p0 + p1 = 1.
However, one student (Alice) implemented it in a bad way, i. e., p0 6= p1. For example, p0 = 0.3
and p1 = 0.7, or p0 = 0.2 and p1 = 0.8. Of course, the actual probabilities and her implementation
details are unknown to you. You job is to use Alice’s defective generator to produce an unbiased
random bit string without using additional cryptographic tools.
First, clearly explain your step-by-step algorithms (or pseudocode). Second, provide a formal proof
of correctness.

Assume the existence of a bankaccount class. define a derived class, savingsaccount that contains two instance variables: the first a double, named interestrate, and the second an integer named interesttype. the value of the interesttype variable can be 1 for simple interest and 2 for compound interest. there is also a constructor that accepts two parameters: a double that is used to initialize the interestrate variable, and a string that you may assume will contain either "simple", or "compound", and which should be used to initialize the interesttype variable appropriately. there should also be a pair of functions getinterestrate and getinteresttype that return the values of the corresponding data members (as double and int respectively).

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Whats three fourths of 15(this is supposed to be in math but i clicked too fast)