Industrial engineers use the Economic Order Quantity equation EOQ=2DaCsuChEOQ=\sqrt{\dfrac{2D_aC_{su}}{C_{h}}} to figure out the optimal quantity of a product to make to minimize the cost for the company. DaD_a is the amount of product that's expected to be used in a year. CsuC_{su} is the cost of setup for the product. Finally, ChC_h is the cost of storing the product.

What's the optimal quantity to produce if the annual demand is 150000150000 parts, the cost to setup the equipment is $5\$5, and the cost to hold onto the product is $4\$4? (Round to the nearest integer.)

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