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Use the Principle of Mathematical Induction to Show That the Statement

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Use the Principle of Mathematical Induction to show that the statement is true for all natural numbers n.
-  Show that the statement "n 2n+3 is a prime number" is true for n=1, but is not true for n=3\text { Show that the statement "n } { } ^ { 2 } - n + 3 \text { is a prime number" is true for } n = 1 \text {, but is not true for } n = 3 \text {. }


Definitions:

Ambivalence

The simultaneous presence of conflicting emotions, attitudes, or thoughts towards a person, object, or situation.

Protest

An expression or declaration of objection, disapproval, or dissent, often in a public context.

Despair

A profound feeling of hopelessness, dejection, and loss of interest or pleasure in activities, often impeding normal functioning.

Sensory Restriction

a condition in which one or more senses are deliberately reduced or removed for a period of time, impacting perception and potentially leading to various cognitive and psychological effects.

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