temperature can be measured in two different common units: degrees celsius and degrees fahrenheit.\n\nf…
temperature can be measured in two different common units: degrees celsius and degrees fahrenheit.\n\nf represents the temperature in degrees fahrenheit as a function of the temperature c in degrees celsius.\n\nf = 32 + 1.8c\n\nwhat is the temperature increase in degrees fahrenheit that is equivalent to a temperature increase by 10 degrees celsius?\n\n degrees fahrenheit\n\nshow calculator
Answer
Explanation:
Step1: Identify the relevant part of the formula
We focus on the coefficient of $c$ in $f = 32+1.8c$. The coefficient of $c$ represents the rate of change of $f$ with respect to $c$.
Step2: Calculate the Fahrenheit - increase
Since the coefficient of $c$ is $1.8$, for a $10$-degree Celsius increase, we multiply the coefficient by the Celsius - increase. So the increase in Fahrenheit is $1.8\times10$. $1.8\times10 = 18$
Answer:
18