If a Wave Function $\Psi$ For a Particle Moving Along the X Axis Is "Normalized

question 38

Multiple Choice

If a wave function $\Psi$ for a particle moving along the x axis is "normalized" then:

• A) \(\int\)\(\mid\)\(\Psi\)\(\mid\)²dt = 1
• B) \(\int\)\(\mid\)\(\Psi\)\(\mid\)²dx = 1
• C) \(\partial\) \(\Psi\)/\(\partial\) x = 1
• D) \(\partial\) \(\Psi\)/\(\partial\) t = 1
• E)\(\mid\)\(\Psi\)\(\mid\)² = 1

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Definitions:

Production Possibilities Frontier

A curve depicting all maximum output possibilities for two goods, given a set of inputs consisting of resources and other factors.

Increasing Opportunity Cost

A principle that states as more resources are dedicated to an activity, the cost of producing an additional unit increases.

Bowed Inward

Describes a concave shape of an economic curve, such as the production possibility frontier, indicating increasing opportunity costs.

Bowed Out

A term used to describe a situation where a party withdraws from an agreement, competition, or situation.