Math, asked by anitawadhwanip5dx74, 11 months ago

Question 5: Find the square root of a^2 - 1 + 2ai.​

Answers

Answered by gouravsingh27568
0

Answer:

This list contains the 118 known elements.

If the expression x=sqrt(2+sqrt(2+sqrt(2+sqrt(2+) extends to an infinite number of roots and converges to a positive number x, what is x?

A- Sqrt(3)

B- 2

C- 1+sqrt(2)

D- 1+sqrt(3)

E- 2*sqrt(3)

As given that x>1x>1 then only one solution is a valid: x=2x=2.expression in brackets would equal to xx itself

Answered by Anonymous
4

Answer:

a^2 -1 + 2ai

= a^2 + i^2 + 2ai

= ( a+ i)^2

Square root of ( a+i)^2

= a+ i

#answerwithquality #BAL

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