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Part $1$

Suppose that the specification for a piece of wood is $4040\backslash$pm $0\mathrm{.}10\mathrm{.}1$ cm in length. If the length of a wooden piece is out of the specification$$ limits$,$ it must be recycled at a cost of $$$$1515.$ We have two sample pieces and the lengths are $39\mathrm{.}9939\mathrm{.}99$ cm and $39\mathrm{.}3439\mathrm{.}34$ cm$.$ What is the Taguchi quality cost of each$$ sample?

$$a$)$ The Taguchi parameter T is enter your response here$$$$/$cm squaredcm$2($round your response to two decimal$$places$).$

$$b$)$ The Taguchi quality cost of the first sample is $$$enter your response here $($round your response to two decimal$$places$).$

$$c$)$ The Taguchi quality cost of the second sample is $$$enter your response here $($round your response to two decimal $$places$).$