Answer
Here,
First we convert temperature from degree F to degree R to solve for temperature in degree R
T( degree F) = T( degree R) – 459.67 --> T( degree R) = T( degree F) + 459.67
$T_{oven}$ ( degree R) = 350 degree F + 459.67 = 809.67 degree R
Next to solve for temperature in K we know ,
T( degree R) = 1.8T(K) → T(K) = T( degree R)/1.8
$T_{oven}$ (K) = 809.67 degree R/1.8 = 449.82 K
Finally, to solve for temperature in degree C we use
T( degree C) = T(K) – 273.15
$T_{oven}$ ( degree C) = 449.82 K – 273.15 = 176.67 degree C
Work Step by Step
Here,
First we convert temperature from degree F to degree R to solve for temperature in degree R
T( degree F) = T( degree R) – 459.67 --> T( degree R) = T( degree F) + 459.67
$T_{oven}$ ( degree R) = 350 degree F + 459.67 = 809.67 degree R
Next to solve for temperature in K we know ,
T( degree R) = 1.8T(K) → T(K) = T( degree R)/1.8
$T_{oven}$ (K) = 809.67 degree R/1.8 = 449.82 K
Finally, to solve for temperature in degree C we use
T( degree C) = T(K) – 273.15
$T_{oven}$ ( degree C) = 449.82 K – 273.15 = 176.67 degree C
