engineeringA circular, hot gas jet at $T_{\infty}$ is directed normal to a circular plate that has radius $r_{o}$ and is maintained at a uniform temperature $T_{s}$. Gas flow over the plate is axisymmetric, causing the local convection coefficient to have a radial dependence of the form $h(r)=a+b r^{n}$, where a, b, and n are constants. Determine the rate of heat transfer to the plate, expressing your result in terms of $T_{\infty}, T_{s}, r_{o}$, a, b, and n. biologyResistance to the poison warfarin is a genetically determined trait in rats. Homozygotes carrying the resistance allele $(W W)$ have a lower fitness because they suffer from vitamin $\mathrm{K}$ deficiency, but heterozygotes $(W w)$ do not. However, the heterozygotes are still resistant to warfarin. In an area where warfarin is applied, the heterozygote has a survival advantage. Due to warfarin resistance, the heterozygote is also more fit than the normal homozygote $(w w)$. If the relative fitness values for $W w, W W$, and $w w$ individuals are $1.0,0.37$, and $0.19$, respectively, in areas where warfarin is applied, calculate the allele frequencies at equilibrium. How would this equilibrium be affected if the rats were no longer exposed to warfarin? 7th Edition•ISBN: 9780323527361Julie S Snyder, Mariann M Harding2,512 solutions
1st Edition•ISBN: 9780133669510 (2 more)Kenneth R. Miller, Levine2,591 solutions
13th Edition•ISBN: 9780073378275David N. Shier, Jackie L. Butler, Ricki Lewis1,402 solutions
15th Edition•ISBN: 9781337520164John David Jackson, Patricia Meglich, Robert Mathis, Sean Valentine249 solutions