can someone explain this problem step by step, please. Thanks

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given alpha min =0.18 mumquad to x=4nmquadmu_(n):450 xx10^(-4)m^(2)//v-svt=0.5 Volt(a){:[" Cox: "=(t_(0)x)/(tax)=(3.960)/(t0x)],[cox=(3.9 xx8.854 xx10^(-12))/(4xx10^(-9))=8.63265 xx10^(-3)F],[cox=8.63265mf]:}k_(n)^(')=ln_(n)cox=450 xx10^(-4)xx8.63265 xx10^(-3)A//v^(2){:[=3884.6925 xx10^(-7)A//V^(2)],[=388.46925 xx10^(-6)A//V^(2)],[kn=388.469254=V^(2)]:}(b) quad(N)/(L)=(1.8 mum)/(0.18 mum)=10drain curront eduation 1 hat(n) saturation region{:[" IO: "-(1)/(2)mu_(n)cox((omega )/(L))(v_(Gs)-v_(t))^(2)],[=>quad[D=(1)/(2)k_(n)^(')((omega )/(L))(v_(as)-vt)^(2 ... See the full answer