Question:hard

If \(c\) is any real number and \(0 < c < 1\), then:

Show Hint

When a positive number is less than 1, multiplying it by itself makes it smaller.
Therefore, for \( 0 < c < 1 \):
\[ c > c^2 > c^3 > c^4 > \dots \]
  • $\text{c} < \text{c}^2$
  • $\text{c}^2 < \text{c}$
  • $\text{c}^2 < \text{c}^3$
  • $\text{c}^3 = 1$
Show Solution

The Correct Option is B

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