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TangentSpiralsWhenstudyingcurvesintheplanedenedviapolarcoordinates,on TangentSpiralsWhenstudyingcurvesintheplanedenedviapolarcoordinates,on

TangentSpiralsWhenstudyingcurvesintheplanedenedviapolarcoordinates,on - PDF document

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TangentSpiralsWhenstudyingcurvesintheplanedenedviapolarcoordinates,on - PPT Presentation

dxisgenerallyamessyaffairInsteadletusmakeananalogyassuggestedbythefollowingtable Cartesian polar curvedenedby yfx rf derivative dy dxf0x dr df0 tangentcurve yf0x0xx0fx0 r ID: 176631

dxisgenerallyamessyaffair.Instead letusmakeananalogy assuggestedbythefollowingtable. Cartesian polar curvedenedby y=f(x) r=f() derivative dy dx=f0(x) dr d=f0() tangentcurve y=f0(x0)(xx0)+f(x0) r=

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