The equation for the linear relationship between degrees Fahrenheit and degrees Celsius is as follows: y=(1.8 °F/ °C) x + 32º F What is the magnitude of the slope? O 57.6 00 O 1.8 32

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The equation for the linear relationship between degrees Fahrenheit and degrees Celsius is as follows:
y=(1.8 °F/ °C) x + 32⁰ F
What is the magnitude of the slope?
O 57.6
1.8
32
Transcribed Image Text:The equation for the linear relationship between degrees Fahrenheit and degrees Celsius is as follows: y=(1.8 °F/ °C) x + 32⁰ F What is the magnitude of the slope? O 57.6 1.8 32
The equation for the linear relationship between degrees Fahrenheit and degrees Celsius is as follows:
y=(1.8 °F/ °C) x + 32⁰ F
What physical property does the slope represent?
The freezing point of water
The boiling point of water
For every increase in degree Celcius, the Fahrenheit temperature increases by the value of the slope.
For every increase in degrees Fahrenheit, the Celcius temperature increases by the value of the slope.
Transcribed Image Text:The equation for the linear relationship between degrees Fahrenheit and degrees Celsius is as follows: y=(1.8 °F/ °C) x + 32⁰ F What physical property does the slope represent? The freezing point of water The boiling point of water For every increase in degree Celcius, the Fahrenheit temperature increases by the value of the slope. For every increase in degrees Fahrenheit, the Celcius temperature increases by the value of the slope.
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