In this homework you will be practicing the art of work flow through the use of try, except, if$,$elif,else. Thus, complete the following problems, emphasizing the work flow necessary to assure that the task is completed and all possible outcomes are accounted for.

Problem $1$: We are a small business and want to create a calculator for a product which we carry. The uniqe situation associated with this product is that the cost varies depending on the quatity purchased. However, there is a setup cost associated with making this product which is $$250.$ This means that we will not make any money for orders less than or equal to $10$ units.

The product is a highly specialized item we fabricate in house. The Cost of Good Sold COGS is roughly $$25$ for making the product, packaging, and so forth. We need to develop a simple what if model that will allows to properly price the order for customers. The following table contains the information regarding our current pricing policy. If the order is for $12$ units than this falls in the $40\%$ price markup range thus, the customer will be priced at at $45\%$ markup above cost, thus it is for example $12251\mathrm{.}45=435.$ The shipping column contains the percent total it costs to ship the order, for example if the order is $12$ then the cost of shipping is an additional $30\%$ on top of the cost, that is the shipping cost is$,435*0\mathrm{.}3=130\mathrm{.}5.$ We do not acept order if the order is less than $10,$ thus if a user enters an order quantity of $<mn\; id="EditorElement\_2188113">1</mn><mn\; id="EditorElement\_2188114">0</mn>$ then an error should be given. The error message should be: "ERROR: We do not accept orders less than $10$ units for this product. Enter a number greater than or equal to $10$ and try again". Bonus $5$ pts$,$ make the error text bold and red. The output should consist of the following information: price: $25*$order quatity$*$markup$,$ shipping cost: Cost of shipping order, subtotal: shipping plus price,sales taxes: La Plata county sales tax is $4\mathrm{.}9\%,$ which is applied to the subtotal. Finally, present the total cost. All numbers presented should rounded to $2$ decimals as it is money.

INPUT: Order quantity: $12$ OUPUT:

Price: $435\mathrm{.}00$

Shipping: $130\mathrm{.}50$

Subtotal: $565\mathrm{.}50$

Sales Taxes:$27\mathrm{.}70$

Total: $593\mathrm{.}21$ in python