Question

Suppose 35≤n(C)≤57. What are the smallest and largest possible values of n(C′)?

Answer 1

Answer:

35 < or = n (C) < or = 57……

Step-by-step explanation:

Now what you have asked here is all possible values of C’.

Here first let us understand what C in mathematics stands for….

C = set of all numbers that are complex.

So these are the numbers that can be written in the form of real number + imaginary number or in simple terms these numbers can be represented as a + bi. , where “a” represents the real number and “bi” represents the imaginary numbers.

Now between 35 and 57, these numbers could possible be imaginative… or infinite.

Now what you have asked is the complement of this set n(C’) which refers to natural numbers (compliment of complex number)

This should include all numbers that are real and not imaginary between 35 to 57.

So the correct answer would be all real numbers that are between 35 to 57 = real numbers.