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TextStyle>@ Arial 0,128,128Serial_ParPropDefaultW?Normalÿÿÿÿÿÿÿÿ€font_style_listO font_stylePðÿÿÿóÿÿÿ ÿÿÿÿ VariablesTimes New Roman@Pðÿÿÿóÿÿÿ ÿÿÿÿ ConstantsTimes New Roman@Pìÿÿÿðÿÿÿ ÿÿÿÿTextArial@Pðÿÿÿóÿÿÿ ÿÿÿÿGreek VariablesSymbol@Pðÿÿÿóÿÿÿ ÿÿÿÿUser^1Arial@Pðÿÿÿóÿÿÿ ÿÿÿÿUser^2 Courier New@Pðÿÿÿðÿÿÿ ÿÿÿÿUser^3System@Pðÿÿÿðÿÿÿ ÿÿÿÿUser^4Script@Pðÿÿÿðÿÿÿ ÿÿÿÿUser^5Roman@Pðÿÿÿðÿÿÿ ÿÿÿÿUser^6Modern@Pðÿÿÿóÿÿÿ ÿÿÿÿUser^7Times New Roman@Pðÿÿÿóÿÿÿ ÿÿÿÿSymbolsSymbol@Pðÿÿÿðÿÿÿ ÿÿÿÿCurrent Selection FontArial@Pðÿÿÿðÿÿÿ ÿÿÿÿUndefined Font@Pðÿÿÿðÿÿÿ ÿÿÿÿHeaderArial@Pðÿÿÿðÿÿÿ ÿÿÿÿFooterArial@Pðÿÿÿóÿÿÿ ÿÿÿÿRotated Math FontTimes New Roman6 TextRegion* docRegionGshpBoxUæê9æ2 ¤## CharacterMap-RangeMap;HWK #4, Problem 4 ChrPropMap7 RangeElem<  ChrPropData8 RangeData=|Times New Roman < 8|Times New Roman < 8|Times New Roman < 8|Times New Roman  ParPropMap9< ParPropData:@W,ÿÿÿÿÿÿÿÿÿÿÿÿEmbedMap1<LinkMap/<LinkData0ÿÿÿÿ@NormalArial€€ *@U UIg d Ö??-@TFirst we enter the experimental data given for the xy-diagram and the Hxy-diagram. 7T9T@@@=?@@´=1@@@@´<0.989@A@@´;.95@B@@´:.9@C@@´9.875@D@@´8.7@E@@´7.36@F@@´60@G@B@U@ˆŸaaúW@H@@ p@I@@ Á€@H@J@@d@IHxs@K@@Žp€@I@L@@0Á@K@M@@0ÁA@L@N@@0ÁA@M@O@@0ÁA@N@P@@0ÁA@O@Q@@0ÁA@P@R@@0ÁA@Q@S@@0ÁA@R@T@@@@S@U@@´@S3000@V@@´@R3100@W@@´@Q3400@X@@´@P3902@Y@@´@O4100@Z@@´@N5000@[@@´@M6300@\@@´@L7000@]@B@UÖˆ=a÷úX@^@@ p@_@@ Á€@^@`@@d@_Hys@a@@Žp€@_@b@@0Á@a@c@@0ÁA@b@d@@0ÁA@c@e@@0ÁA@d@f@@0ÁA@e@g@@0ÁA@f@h@@0ÁA@g@i@@0ÁA@h@j@@@@i@k@@´@i11300@l@@´@h11600@m@@´@g12900@n@@´@f13735@o@@´@e13900@p@@´@d14700@q@@´@c15400@r@@´@b15700@s*@U †“   Ú||-7Then we define functions to interpolate these diagrams.7797@t<7@u:@W,ÿÿÿÿÿÿÿÿÿÿÿÿ1@v</7@w<7@x0ÿÿÿÿ@NormalArial€€ @y@B@U ¨½0¸b@z@@ p@{@@ Á€@z@|@@Î@@{@}@@d@|y@~@@Žp€@|@@@¤@~x@€@@΀@{@@@d@€interp@‚@@Žp€@€@ƒ@@ À@‚@„@@ Ã@@ƒ@…@@ Ã@@„@†@@Î@@…@‡@@d@†pspline@ˆ@@Žp€@†@‰@@ À@ˆ@Š@@d@‰xs@‹@@¤@‰ys@Œ@@¤@…xs@@@¤@„ys@Ž@@¤@ƒx@@B@U¸¨½Ä¸@@@ p@‘@@ Á€@@’@@d@‘i@“@@€@‘@”@@t@“0@•@@΀@“@–@@d@•last@—@@Žp€@•@˜@@¤@—ys@™@B@U Ð#å;àc@š@@ p@›@@ Á€@š@œ@@Î@@›@@@d@œHx@ž@@Žp€@œ@Ÿ@@¤@žx@ @@΀@›@¡@@d@ interp@¢@@Žp€@ @£@@ À@¢@¤@@ Ã@@£@¥@@ Ã@@¤@¦@@Î@@¥@§@@d@¦pspline@¨@@Žp€@¦@©@@ À@¨@ª@@d@©xs@«@@¤@©Hxs@¬@@¤@¥xs@­@@¤@¤Hxs@®@@¤@£x@¯@B@U¸ÐåÓà@°@@ p@±@@ Á€@°@²@@d@±zss@³@@€@±@´@@ Ã@@³@µ@@t@´0@¶@@´@´.02@·@@´@³1@¸@B@U ø# ;d@¹@@ p@º@@ Á€@¹@»@@Î@@º@¼@@d@»Hy@½@@Žp€@»@¾@@¤@½y@¿@@΀@º@À@@d@¿interp@Á@@Žp€@¿@Â@@ À@Á@Ã@@ Ã@@Â@Ä@@ Ã@@Ã@Å@@Î@@Ä@Æ@@d@Åpspline@Ç@@Žp€@Å@È@@ À@Ç@É@@d@Èys@Ê@@¤@ÈHys@Ë@@¤@Äys@Ì@@¤@ÃHys@Í@@¤@Ây@Î*@U !i3 0k __-@WNext we check to make sure these interpolations pass smoothly through the given points:7W9W@Ï0ÿÿÿÿ@NormalArial€€ A?@B@U þ?&A@@@ pAA@@ Á€A@AB@@dAAz.FAC@@´AA.5AD@B@Uþy@AE@@ pAF@@ŒÁ€AEAG@@Î@AFAH@@dAGHxAI@@Žp€AGAJ@@¤AIz.FAK@@–Ä€AFAL@@+@AKSerial_DisplayNodeXAM@@¤AK _n_u_l_l_AN*@U 1×C @ ÚÍÍ-@CAfter the specified heat is added, the enthalpy of the feed becomes7C9CAO@@¤B9x.BB?*@U  g1 . 1 Ú]]-Solving for "f"79B@<BA:@W,ÿÿÿÿÿÿÿÿÿÿÿÿ1BB</BC<BD0ÿÿÿÿ@NormalArial€€ BE@B@U I pƒ j 2BF@@ pBG@@ Á€BFBH@@dBGfBI@@û€BGBJ@@Žp@BIBK@@ˆÇ€BJBL@@dBKz.FBM@@¤BKx.BBN@@Žp€BIBO@@ˆÇ€BNBP@@dBOy.DBQ@@¤BOx.BBR@B@UÈZ o Ôj 3BS@@ pBT@@ŒÁ€BSBU@@dBTfBV@@–ÄBTBW@@+@BV@XBX@@¤BV _n_u_l_l_CJBY*@UhN Ö” hj 4 |nFnF-Answer 7BZ<B[8BY|B\<B]8BYBZB\BZ9B^<B_:@W,ÿÿÿÿÿÿÿÿÿÿÿÿ1B`</Ba<Bb0ÿÿÿÿ@NormalArial€€ Bc*@U ž cÁ º 5 ÚY#Y#-Part b)7Bd<Be8Bcv9Bf<Bg:@W,ÿÿÿÿÿÿÿÿÿÿÿÿ1Bh</Bi<Bj0ÿÿÿÿ@NormalArial€€ Bk*@U Ó Á÷ â 6 Ú·$·$-@•Since the feed is a saturated liquid, to completely evaporate it, we must add the difference in enthalpy between saturated vapor and saturated liquid7•9•Bl<•Bm:@W,ÿÿÿÿÿÿÿÿÿÿÿÿ1Bn</•Bo<•Bp0ÿÿÿÿ@NormalArial€€ Bq@B@U  Û= ‹2 7Br@@ pBs@@ŒÁ€BrBt@@ˆÇ@BsBu@@Î@BtBv@@dBuHyBw@@Žp€BuBx@@¤Bwz.FBy@@΀BtBz@@dByHxB{@@Žp€ByB|@@¤B{z.FB}@@–Ä€BsB~@@+@B}@XB@@¤B} _n_u_l_l_B€*@Uh ÖK h2 8 |n5n5-Answer in cal/gmol7B<B‚8B€|Bƒ< B„8B€BBƒB9B…<B†:@W,ÿÿÿÿÿÿÿÿÿÿÿÿ1B‡</Bˆ<B‰0ÿÿÿÿ@NormalArial€€ BŠ@B@UO ‰Q P 9B‹@@ pBŒ@@Á€B‹B@@ŸÁ@BŒBŽ@@ŸÁ@BB@@ŸÁ@BŽB@@ÊBBB‘@@tB1.57B’@@Ì€BB“@@tB’10B”@@´B’4B•@@¶B3000B–@@ŸÁ€BŽB—@@dB–H.FB˜@@¤B–H.yDB™@@ ÀBBš@@ Ã@B™B›@@ Ã@BšBœ@@Î@B›B@@dBœHyBž@@Žp€BœBŸ@@¤BžzssB @@΀B›B¡@@dB HxB¢@@Žp€B B£@@¤B¢zssB¤@@ý€BšB¥@@dB¤HtB¦@@¤B¤jB§@@΀B™B¨@@dB§HyB©@@Žp€B§Bª@@΀B©B«@@dBªyB¬@@Žp€BªB­@@¤B¬zssB®@@ŸÁ€BŒB¯@@ŸÁ@B®B°@@ŸÁ@B¯B±@@vB°1B²@@¶B°0B³@@ŸÁ€B¯B´@@dB³y.DBµ@@¤B³z.FB¶@@ ÀB®B·@@ Ã@B¶B¸@@ Ã@B·B¹@@dB¸zssBº@@¤B¸zssB»@@ý€B·B¼@@dB»ztB½@@¤B»jB¾@@¤B¶zssB¿ 3% )T)T&&Interpolated Hvap&Interpolated Hliq&'tie line as hypotenus of right triangle&auxiliary line&'tie line as hypotenus of right triangle&auxiliary line&auxiliary line&& & & & & &&&