Question:
Many materials such as paper, steel, plastic, and aluminum, are placed on rolls for shipment to another locati?
Many materials such as paper, steel, plastic, and aluminum, are placed on rolls for shipment to another location for processingA typical problem is finding the number of feet of paper stored on a roll with an outer radius of 5.5 inches and an inner radius of 1.75 inches, ad a paper thickness of 0.003 inchesThe inner radius is the core around which the paper is wrappedIf the paper is being unwrapped at a constant rate of 10 feet a minute, then the time remaining until the paper supply is exhausted is also of interest.The problem described is a special case of the general problem:Find L (paper length) and T (time remaining until the paper supply is exhausted) as functions of r inner radius of the roll in inchesR outer radius of the roll in inchest paper thicknessF rate at which the paper is unwrapped in feet per minuteMath question for my homework!!
Answer:
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some inputs R1 1.75 inches R2 5.5 the difference 1.75 inches for paper thickness of P 0.003 inch Perimeter of the outermost layer of Pp is 2πR, where R 5.5 R2 each layer, the perimeter is 20.003 inch less then the previous layer, such that when it is rolled out the last layer would have the perimeter of the the core (pluc the thickness of the paperseem like it is a series where d a negative number a1 perimeter of the outermost layer write the series, find the sum of its terms, it would be the l total length of the paperfrom there, you can use it to find the time needed to unroll the paper.
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some inputs R1 1.75 inches R2 5.5 the difference 1.75 inches for paper thickness of P 0.003 inch Perimeter of the outermost layer of Pp is 2πR, where R 5.5 R2 each layer, the perimeter is 20.003 inch less then the previous layer, such that when it is rolled out the last layer would have the perimeter of the the core (pluc the thickness of the paperseem like it is a series where d a negative number a1 perimeter of the outermost layer write the series, find the sum of its terms, it would be the l total length of the paperfrom there, you can use it to find the time needed to unroll the paper.
yeah i tried it and its good, but trust me , the sedu works much better for me.
