List the following complexity classes in order of increasing complexity.
$$\Theta \left( n ^ { 3 } \right) \quad \Theta \left( 2 ^ { n } \right) \quad \Theta \left( \log _ { 2 } n \right) \quad \Theta ( n )$$

Question

List the following complexity classes in order of increasing complexity.
 $$\Theta \left( n ^ { 3 } \right) \quad \Theta \left( 2 ^ { n } \right) \quad \Theta \left( \log _ { 2 } n \right) \quad \Theta ( n )$$

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The Answer of List the following complexity classes in order of increasing complexity.
 $$\Theta \left( n ^ { 3 } \right) \quad \Theta \left( 2 ^ { n } \right) \quad \Theta \left( \log _ { 2 } n \right) \quad \Theta ( n )$$

List the Following Complexity Classes in Order of Increasing Complexity Θ(n3)Θ(2n)Θ(log⁡2n)Θ(n)\Theta \left( n ^ { 3 } \right) \quad \Theta \left( 2 ^ { n } \right) \quad \Theta \left( \log _ { 2 } n \right) \quad \Theta ( n )Θ(n3)Θ(2n)Θ(log2​n)Θ(n)

List the Following Complexity Classes in Order of Increasing Complexity $\Theta \left( n ^ { 3 } \right) \quad \Theta \left( 2 ^ { n } \right) \quad \Theta \left( \log _ { 2 } n \right) \quad \Theta ( n )$