Solve the Problem $$\log R(w)=1.85-0.33 \log (w)$$ Where $\mathrm{w}$ Is the Body Weight (In

Solve the problem.
-The correlation between respiratory rate and body mass in the first three years of life can be expressed by the function
$$\log R(w) =1.85-0.33 \log (w)$$
Where $\mathrm{w}$ is the body weight (in $\mathrm{kg}$ ) and $\mathrm{R}(\mathrm{w}$ ) is the respiratory rate (in breaths per minute) . Find $R^{\prime}(w)$ using implicit differentiation.

A) $R^{\prime}(w) =-23.36 w^{-0.67}$
B) $R^{\prime}(w) =70.79 w^{-1.33}$
C) $R^{\prime}(w) =-23.36 w^{-0.33}$
D) $R^{\prime}(w) =-23.36 w^{-1.33}$