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###### Score: 8.33/15 11/15 answeredQuestion 9G0.33/1 ptScore on last try: 0.33 of pts. See Details for more_Next questionTry a similar question You can retry this question belowSolve: 4/r - 2+2 > 12The answer has form: OA < x < B x<Aorx > BWhere Aand B~16;Question Help: Omessage Instructor

Score: 8.33/15 11/15 answered Question 9 G0.33/1 pt Score on last try: 0.33 of pts. See Details for more_ Next question Try a similar question You can retry this question below Solve: 4/r - 2+2 > 12 The answer has form: OA < x < B x<Aorx > B Where A and B ~16; Question Help: Omessage Instructor

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CHa COOH HyC Reagents CHzCOCl; AICIz NaBHa then H3Ot PBr3 NaCN Hzot CHzCHzCOCI, AICIz BHzITHF then HzOz, OH" (CH3)CHCOCI, AICl3 Hz, Pdlc NBS, CClA Brz' CHzClz Select reagents from the table to carry out this transformation_ Enter your answer as single string of letters representing the rea...

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Tron+ rovf: (51 5,20, 30.2 ) (69,16 , (sb,5 4o 20.2 ) ((69,46 q ) 4b Uls,20,9)(156 5,20,30 (12.?,0 , 21.2 ) 31 5-â‚¬ (16446 ," ).Ui9,20, 0,26, M . 551, 2 , 0,325...

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##### Consider $f, R$ as in Theorem 7. Let $\phi_{0}$ be any continuous function on $\left|x-x_{0}\right| \leqq a$ such that the points $\left(x, \phi_{0}(x)\right)$ are in $R$ for $\left|x-x_{0}\right| \leqq a$. Let $$ \phi_{1}(x)=y_{0}+\int_{x_{0}}^{x} f\left(t, \phi_{0}(t)\right) d t $$ and $$ \phi_{k+1}(x)=y_{0}+\int_{x_{0}}^{x} f\left(t, \phi_{k}(t)\right) d t, \quad(k=1,2, \cdots) $$ (a) Show that all the functions $\phi_{1}, \phi_{2}, \cdots$ exist and are continuous for $\left|x-x_{0}\right| \

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