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**Question** 1.22. Do you know about elliptic functions? Tell about integrating 1 p (1 2x)(1+ x2): Concepts, not calculations.** Question** 1.23. Integrate (sinx=x)2 on the line.** Question** 1.24.. 1 **Complex** Numbers De•nitions De•nition 1.1 **Complex** numbers are de•ned as ordered pairs Points on a **complex** plane. Real axis, imaginary axis, purely imaginary numbers. Real and. The **answer** will depend on the team’s collection of domain knowledge around the product and requirement but also in how the **question** is interpreted. It will also be sensitive to sample size considerations. In this post, I will show how to conduct an **analysis** to inform the response from both a Frequentist and Bayesian perspective.

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Learn more about **complex** numbers here. **Complex** Numbers **Questions** **and** **Answers** 1. If z = 2 - 3i, then find z2. Solution: Given, z = 2 - 3i z 2 = z.z = (2 - 3i) (2 - 3i) = 2 (2) - 2 (3i) - (3i) (2) + (3i) (3i) = 4 - 6i - 6i + 9i 2 {since i 2 = -1} = 4 - 12i + 9 (-1) = 4 - 12i - 9 = -5 - 12i Therefore, z 2 = -5 - 12i. 2.

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