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The ratio of change in configuration to ...

The ratio of change in configuration to the original configuration is called

A

stress

B

force

C

strain

D

volumetric strain

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The correct Answer is:
To solve the question, we need to define the term that describes the ratio of change in configuration to the original configuration. Here’s a step-by-step breakdown: ### Step 1: Understand the Concept of Configuration - Configuration refers to the original state or shape of an object, particularly in terms of its dimensions (length, area, volume). **Hint:** Think about what happens to an object when it is stretched or compressed. ### Step 2: Define Change in Configuration - Change in configuration refers to the alteration in the dimensions of an object when a force is applied. This could be an increase or decrease in length, area, or volume. **Hint:** Consider how stretching a rubber band changes its length. ### Step 3: Ratio of Change to Original Configuration - The ratio of the change in configuration to the original configuration is expressed mathematically. For example, if we consider length, this can be represented as: \[ \text{Strain} = \frac{\text{Change in Length}}{\text{Original Length}} \] **Hint:** This ratio helps quantify how much an object deforms relative to its original size. ### Step 4: Identify the Term - The term that describes this ratio is known as "strain." Strain is a dimensionless quantity that indicates how much an object has deformed compared to its original configuration. **Hint:** Remember that strain can be positive (extension) or negative (compression). ### Final Answer - The ratio of change in configuration to the original configuration is called **strain**.

To solve the question, we need to define the term that describes the ratio of change in configuration to the original configuration. Here’s a step-by-step breakdown: ### Step 1: Understand the Concept of Configuration - Configuration refers to the original state or shape of an object, particularly in terms of its dimensions (length, area, volume). **Hint:** Think about what happens to an object when it is stretched or compressed. ### Step 2: Define Change in Configuration ...
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