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_1120462334.unknown

_1120462454.unknown

_1097570647.unknown

_1103800325.unknown

_1097566739.unknown

_1097570470.unknown

_1097566719.unknown

_1097134092.unknown

_1097566132.unknown

_1097566552.unknown

_1097566658.unknown

_1097566144.unknown

_1097134109.unknown

_1097134125.unknown

_1097134055.unknown

_1097134080.unknown

_1096530244.unknown

_1095508911.unknown

_1095508937.unknown

_1096203657.unknown

_1096530201.unknown

_1096202792.unknown

_1095928057.xls1

0-0.07842712470.30052725-0.00209139

0.0499791693-0.01373554180.32319424220.0544029575

0.09983341660.04895944370.34586123440.1092821313

0.14943813250.10965783170.36852822660.1625461314

0.19866933080.16835962220.39119521890.2141949578

0.24740395930.22506481520.41386221110.2642286104

0.29552020670.27977341070.43652920330.3126470894

0.34289780750.33248540870.45919619550.3594503947

0.38941834230.38320080920.48186318780.4046385263

0.43496553410.43191961210.504530180.4482114841

0.47942553860.47864181760.52719717220.4901692683

0.52268722890.52336742560.54986416440.5305118787

0.56464247340.56609643610.57253115670.5692393155

0.60518640570.60682884910.59519814890.6063515785

0.64421768720.64556466450.61786514110.6418486679

0.681638760.68230388250.64053213330.6757305835

0.71735609090.7170465030.66319912560.7079973255

0.75128040510.7497925260.68586611780.7386488937

0.78332690960.78054195140.708533110.7676852882

0.81341550480.80929477940.73120010220.7951065091

0.84147098480.83605100990.75386709450.8209125562

0.86742322560.86081064280.77653408670.8451034296

0.89120736010.88357367830.79920107890.8676791293

0.91276394030.90434011630.82186807110.8886396553

0.9320390860.92310995670.84453506340.9079850076

0.94898461940.93988319970.86720205560.9257151862

0.96355818540.95465984520.88986904780.9418301911

0.97572335780.96743989310.912536040.9563300223

0.985449730.97822334360.93520303230.9692146798

0.9927129910.98701019660.95787002450.9804841636

0.99749498660.9938004520.98053701670.9901384737

0.99978376420.998594111.00320400890.99817761

0.9995736031.00139117041.02587100121.0046015727

sin(x)

L2(x)

P1(x)

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xf(x)f'(x)|'(x)|12

-1.50.473-2.7771.333-1.316240.5376

-1.40.207-2.5531.3240.0010.001

-1.3-0.037-2.3271.314

-1.2-0.259-2.0991.30312

-1.1-0.457-1.8671.291[-1,5; -0,5][0; 0.6]

-1-0.632-1.6321.278f'(x)0

-0.7-0.6391.2430.243-2/f'(x)