How Much Tolerance is Needed for a Windshield to Withstand a 200°F Temperature Change?

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To determine the minimum tolerance needed for a windshield to withstand a 200°F temperature change, the area expansion formula is relevant. The linear expansion coefficient of glass is given as 9×10^-6 (°C)-1. The discussion highlights the need to calculate the change in area due to temperature variation, which will inform the necessary tolerance to prevent breakage. Clarification is sought on how to interpret "minimum tolerance in mm" in relation to the calculations. Understanding these parameters is crucial for ensuring the windshield's durability under significant temperature fluctuations.
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An automobile windshield has dimensions of 60 cm by 150 cm. What minimum tolerance in mm is needed to prevent the windshield from breaking if the temperature changes by 200°F? (The linear expansion coefficient of glass is 9×10-6 (oC)-1.)

I'm thinking of using the area expansion formula but I don't understand the part where it says minumum tolerance in mm...

A = 2a(Tf-Ti)

a = alpha = 9x10^-6
 
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