Required

Calculate appraisal cost.

Calculate internal failure cost.

Calculate out$-$of$-$pocket external failure cost.

Determine the opportunity cost associated with the external failures.

What are the total costs of quality?

Bomber Travel is concerned with the high up$-$front cost of inspecting all $205,000$ units. It is

considering an alternative internal inspection plan that will cost only $$3\mathrm{.}50$ per car seat inspected.

During the internal inspection, the alternative technique will detect only $4\mathrm{.}5\%$ of the $205,000$ car

seats that have stitching problems. The other $3\mathrm{.}5\%$ will be detected after the car seats are sold and

shipped. What are the total costs of quality for the alternative technique?

What factors other than cost should Bomber Travel consider before changing inspection

techniques?Bomber Travel produces car seats for children from newborn to $2$ years old. The company is worried because one of its

competitors has recently come under public scrutiny because of product failure. Historically, Bomber Travel's only

problem with its car seats was stitching in the straps. The problem can usually be detected and repaired during an

internal inspection. The cost of the inspection is $$4\mathrm{.}00$ per car seat, and the repair cost is $$1\mathrm{.}00$ per car seat. All

$205,000$ car seats were inspected last year, and $6\%$ were found to have problems with the stitching in the straps during

the internal inspection. Another $3\%$ of the $205,000$ car seats had problems with the stitching, but the internal inspection

did not discover them. Defective units that were sold and shipped to customers needed to be shipped back to Bomber

Travel and repaired. Shipping costs are $$8\mathrm{.}50$ per car seat, and repair costs are $$1\mathrm{.}00$ per car seat. However,

the out$-$of$-$pocket costs $($shipping and repair$)$ are not the only costs of defects not discovered in the internal inspection.

Negative publicity will result in a loss of future contribution margin of $$95$ for each external failure.