Measuring Temperature Using a Carbon Resistor

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A carbon resistor can function as a thermometer by measuring resistance changes with temperature variations. At 4.00°C, the resistance is 218.0 ohms, and at a spring temperature with a resistance of 215.8 ohms, the temperature can be calculated using the temperature coefficient of resistivity for carbon, which is -5.00×10^-4 °C^-1. The coefficient indicates how much the resistance changes per degree Celsius change in temperature. To determine the temperature, one can apply the formula relating resistance change to temperature change. Understanding these principles allows for accurate temperature measurements using carbon resistors.
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A carbon resistor is to be used as a thermometer. On a winter day when the temperature is 4.00(Degree C.), the resistance of the carbon resistor is 218.0(Greek "w') . What is the temperature on a spring day when the resistance is 215.8(Greek "W")?
Take the temperature coefficient of resistivity for carbon to be (alpha) = −5.00×10−4C^-1

I am not so sure how should i start... what equation should i apply in here? .
 
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What does the temperature coefficient of resistivity tell you?
(i.e. what does the number mean?)
Hint: Look at the unit
 
Thanks!
 
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