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What is the coefficient of a materials elasticity?

Young's modulus


What if income-elasticity coefficient is negative?

an elasticity of coefficient of -1 means what


What does it mean if the price elasticity of demand is 2?

It's an elasticity coefficient of demand: deltaD/deltaP When the coefficient is >1 it is an elastic demand When the coefficient is <1 it is a nonelastic demand


What is the coefficient of a material's elasticity called?

Young's Modulus


A cross elasticity of demand coefficient of plus 2.5 indicates that the two products are substitutes?

True or False: A cross elasticity of demand coefficient of +2.5 indicates that the two products are substitutes.


What has the author A C Ugural written?

A. C. Ugural has written: 'Advanced mechanics of materials and elasticity' -- subject(s): Strength of materials, Materials, Elasticity, Mechanical properties 'Advanced strength and applied elasticity' -- subject(s): Strength of materials, Elasticity, Materials


Coefficient of elasticity how many types?

As many types as variables are used to calculate the elasticity. Elasticity is simply a relationship between rates of change of variables in equations.


If a demand for a product is elastic the value of the price elasticity coefficient is?

greater than one


What are some materials of elasticity?

Rubber


Are two goods complements if the cross-elasticity coefficient is negative?

Cross Elasticity Coefficient is defined as when the price of a particular commodity rises how is the demand of another commodity changing. If the goods are complements like say for example petrol and petrol driven cars, if there is a price hike in petrol then demand for petrol cars would fall. Hence a negative cross elasticity of coefficient. On the other hand the demand for deisel cars would rise (given the deisel prices are constant) because they serve as substitutes, and will have a positive cross elasticity.


What is the thermal stress formula used to calculate the impact of temperature changes on materials?

The thermal stress formula used to calculate the impact of temperature changes on materials is: E T where: is the thermal stress is the coefficient of thermal expansion E is the modulus of elasticity T is the change in temperature


Examples of elastic materials?

Rubber Band and spring is an examples of elasticity materials