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Get Full Access to Calculus Volume 3 - 1 Edition - Chapter 1.1 - Problem 53
Get Full Access to Calculus Volume 3 - 1 Edition - Chapter 1.1 - Problem 53

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ISBN: 9781938168079 2033

## Solution for problem 53 Chapter 1.1

Calculus Volume 3 | 1st Edition

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Problem 53

For the following exercises, use a graphing utility to graph the curve represented by the parametric equations and identify the curve from its equation.

[T]  $$\begin{array}{l}x=t-0.5 \sin t \\y=1-1.5 \cos t\end{array}$$

Text Transcription:

x = t - 0.5 sin t over y = 1 - 1.5 cos t

Step-by-Step Solution:
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4/4/16 EXAMAPRIL14 th Ø 4/12NickTreichishostingareviewsession@415pminFulmer125 Ø 4/12Finneganishostingareviewsessioninthepit@7 Ø 4/11@515theChemclubishostingareviewsession AXE • • n=thenumberofbondinggroupsonthecentralatom • m=thenumberoflonepairsonthecentralatom • ANYtypeofbond(single,double,triple)isonebondinggroup • n+m=thenumberofelectrongroupsonthecentralatom ElectronGeometry • Thenumberofelectrongroupsdeterminesthis • Thereareonly5,seetable10.1 • Determinestheidealbondangles-elementstryandarrangethemselvesasfar awayfromeachotheraspossiblebecausetheelectronsrepulsethemselves MolecularGeometry(shape)-electrongeometryandthenumberoflonepairs determinethemoleculargeometry • Themolecularshape,thebonpolarities,andtheformalchargedistribution determinethemolecularpolarity 4/6/16 BondAngles • ElectronGeometrydeterminestheidealbondangles(theyareapproximate) Linear:180degreeangles Triganolplanar:120degreeangles Tetrahedral:109.5degreeangles Trigonalbipyramidal:90,120degreeangles Octahedral:90degreeangles • Lonepairstakeupmorespacethanbondingpairs • Doublebondstakeupmorespacethanasinglebonds

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