K=59(F−32)+273.15. Solve for F.
Answer:
The value of the equation for F is \(F=\frac{K-273.15}{59}+32\)
Step-by-step explanation:
Consider the provided equation.
\(K=59(F-32)+273.15\)
We need to solve the provided equation for F.
Subtract 273.15 from both sides.
\(K-273.15=59(F-32)\)
Divide both side by 59.
\(\frac{K-273.15}{59}=F-32\)
\(F-32=\frac{K-273.15}{59}\)
Add 32 from both side.
\(F=\frac{K-273.15}{59}+32\)
Hence, the value of the equation for F is \(F=\frac{K-273.15}{59}+32\)