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Answer:- a) Given data,Weight less than =500 grams [under weight]Normat distribution with mean =510 gramsstandard deviation =4 grams\rightarrow The probability that a ganctomly getected bag is underweight\begin{array}{l}P[x<500]=P\left[z<\frac{500-510}{4}\right] \\=P\left[z<\frac{-10}{4}\right] \\=P[z<-2.5] \\\begin{array}{l}\text { 4) } 10(2.5 \\\frac{8}{20} \\\frac{20}{0}\end{array} \\.0 .0062 \\\end{array}b) The probability that Exactly 2 of them Witl be under weight\begin{aligned}P(y=2) & =\left[{ }_{5} C_{2}\right] 0.0062^{2} *[1-0.0062]^{3} \\& =0.0004\end{aligned} ...