part 12 using the appropriate conversion equation, solve for degrees fahrenheit from 378 k. °f save for…

part 12 using the appropriate conversion equation, solve for degrees fahrenheit from 378 k. °f save for later part 13 the parts of this question must be completed in order. this part will be available when you co

part 12 using the appropriate conversion equation, solve for degrees fahrenheit from 378 k. °f save for later part 13 the parts of this question must be completed in order. this part will be available when you co

Answer

Explanation:

Step1: Substitute $T_K = 378$ into the formula

$T_F=\left(\frac{9F}{5^{\circ}C}\right)\left[\left(378K - 273K\right)\left(\frac{1^{\circ}C}{1K}\right)\right]-32^{\circ}F$

Step2: Simplify the temperature - difference in Kelvin

First, calculate $378 - 273=105$. So the formula becomes $T_F=\left(\frac{9F}{5^{\circ}C}\right)\left(105^{\circ}C\right)-32^{\circ}F$

Step3: Multiply by the conversion factor

$\left(\frac{9F}{5^{\circ}C}\right)\left(105^{\circ}C\right)=9\times21F = 189F$. So $T_F = 189^{\circ}F-32^{\circ}F$

Step4: Calculate the final result

$T_F=157^{\circ}F$

Answer:

$157^{\circ}F$