A cell phone manufacturer wishes to make a rectangular phone with fixedtotal surface area of 12, 000 mm2 that will have maximal screen area.The screen is surrounded by bezels on all sides with sizes of dh mm on theheight and dw mm on the the width. (So, for example, the width of thescreen would be the width of the phone minus 2 dw mm.)The following figure shows an illustration with adjustable values for dw anddh. The screen area varies as the the point P (w,h) is moved along theconstraint.JSXGraph y12 Copyright (C) see https://jsxgraph.org800height700600500dh = 32.00dw = 8.00400screen area = 5700P=(w,h)300200100O + +Suppose the bezels have sizes 4 mm on the width (dw) and 15 mm on theheight (dh). 20010050100150-100TC1.Suppose the bezels have sizes 4 mm on the width (duw) and 15 mm on the Uheight (dh).(a) What is the height of the phone?Tt(b) What is the width of the phone?(c) The dimensions for most phones have a height that is about twice thewidth. Is that the case for your answer?No the height to width ratio is closer to 1 to 1Yes, the height to width ratio is basically 2 to 1No, the height to width ratio is closer to 3 or more to 1•(d) Show your work used to compute w and h.8 +E

Name: A cell phone manufacturer wishes to make a rectangular phone with fix
Uploaded: 2024-03-20T06:47:08.000Z
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Description: A cell phone manufacturer wishes to make a rectangular phone with fixedtotal surface area of 12, 000 mm2 that will have maximal screen area.The screen is surrounded by bezels on all sides with sizes of dh mm on theheight and dw mm on the the width.

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A cell phone manufacturer wishes to make a rectangular phone with fixed total surface area of 12, 000 mm2 that will have maximal screen area. The screen is surrounded by bezels on all sides with sizes of dh mm on the height and dw mm on the the width. (So, for example, the width of the screen would be the width of the phone minus 2 dw mm.) The following figure shows an illustration with adjustable values for dw and dh. The screen area varies as the the point P (w,h) is moved along the constraint.