complex analysis question involving Schwarz Lemma: Explain why it is impossible to have an entire function f(z) such that f(0) = 0, |f(z)| ≤ 1000 in the disc |z| < 100 and |f(5 + 12i)| = 131

Q: Find f(x) from Sat principles, given that flx) is! ら) c)

A:

Q: Let f:Z → Z be defined by f (x) = 2x + 1 where x € Z. Is f a one to one correspondence (bijection)?

A: Now let

Q: If x is greater than and equal to zero and smaller and equal to one, then simplify

A: The answer is as follows: arcsin(2x−1)−2arcsin(x​)=arcsin(8x2−8x+1).Explanation:Steps and…