Required Information Problem $02007.$ Compute the true stress and the logarithmic strain using the given data. DEPENDENT MULTI$-$PART PROBLEM $-$ ASSIGN ALL PARTS Compute the true stress and the logarithmic strain using the data given below and plot the results on log$-$log paper Then find the plastic strength coefficient and the strain$-$strengthening exponent m$.$ The yield strength and the ultimate strength after the specimen has had $20$ percent cold work. The original diameter of the test specimen is $0\mathrm{.}499$ in and the original length. Lo $=2000$ in For the elastic State Prib$)00006100020003000400070008400$ BBOD $9200$ D p$0013$ p$00230028$ b$00\mathrm{.}362\mathrm{.}0089$ For the plastic state $\mathrm{.}00890\mathrm{.}19840\mathrm{.}1978$ B$8009200380092002100132001520077000164001480018750\mathrm{.}1077$ NOTE: This is a multi$-$part question. Once an answer is submitted, you will be unable to return to this part Problem $02\mathrm{.}007.$a $-$ Determine the missing values in the following table. Determine the values of missing cells in the following table: $($You must provide an answer before moving to the next part.$)$ Pi$($lb$)$ plin$)$ hooo $2000300040007000340003800920091000\mathrm{.}00040\mathrm{.}0006\mathrm{.}00100\mathrm{.}0013\mathrm{.}0023\mathrm{.}0028($in$)2\mathrm{.}0192\mathrm{.}0142\mathrm{.}00062\mathrm{.}001\mathrm{.}0013200200\mathrm{.}0028$ A $($in $0\mathrm{.}19560\mathrm{.}19560\mathrm{.}19560\mathrm{.}1956\mathrm{.}19560\mathrm{.}19560\mathrm{.}1956\mathrm{.}1984\mathrm{.}1978\mathrm{.}1963\mathrm{.}19240\mathrm{.}18759\mathrm{.}1563\mathrm{.}0002\mathrm{.}00030\mathrm{.}0005\mathrm{.}0006\mathrm{.}00110014-0\mathrm{.}01440006$ F$0\mathrm{.}0038\mathrm{.}0165054*13200$ L $1////5200170001640014800/$ P$\mathrm{.}1307403$ P $5965/////910013200152001700016400148000\mathrm{.}19240\mathrm{.}18750\mathrm{.}15630\mathrm{.}1307\mathrm{.}1077$ NOTE: This is a multi$-$part question. Once an answer is submitted, you will be unable to retu Problem $02\mathrm{.}007.$a $-$ Determine the missing values in the following table. Determine the values of missing cells in the following table: $($You must provide an answer before moving to the next part.$)|$ P; $($lb$)$ P hooo $200030004000700084008800920091001320015200170001640014800$ Allin$)($in$)$ Alin $2\mathrm{.}0190\mathrm{.}19565\mathrm{.}00042\mathrm{.}014\mathrm{.}1956\mathrm{.}00020\mathrm{.}00062\mathrm{.}00060\mathrm{.}19560\mathrm{.}00030\mathrm{.}00102\mathrm{.}0016\mathrm{.}19560\mathrm{.}0005\mathrm{.}0013\mathrm{.}00139\mathrm{.}195600066\mathrm{.}0023200205\mathrm{.}1956\mathrm{.}00110\mathrm{.}00282\mathrm{.}00280\mathrm{.}1956\mathrm{.}00140\mathrm{.}19840\mathrm{.}0144$ $$\mathrm{.}1978-0010\mathrm{.}1963-0\mathrm{.}00380\mathrm{.}19240\mathrm{.}0163\mathrm{.}1875\mathrm{.}054\mathrm{.}15632510\mathrm{.}13070\mathrm{.}40310\mathrm{.}10770\mathrm{.}5965$ Required information Problem $02\mathrm{.}006-$ Consider a specimen of steel tested in tension with an initial diameter and an initial length $-$ DEPENDENT MULTI$-$PART PROBLEM $-$ ASSIGN ALL PARTS The tension of a specimen of steel having an initial diameter of $0\mathrm{.}505$ in was tested using a gauge length of $2$ in The following data were obtained for the elastic and plastic states. For the elastic state Pflb$)$ Al$($in$)0$LS $10\mathrm{.}00040\mathrm{.}00060\mathrm{.}0010\mathrm{.}00130\mathrm{.}00230\mathrm{.}00280\mathrm{.}00364000700840018800$ For the plastic state Palb$)880092008800920091001320015200170001640014800$ A; $($in $0\mathrm{.}00360\mathrm{.}008910\mathrm{.}19840\mathrm{.}197810\mathrm{.}196301924\mathrm{.}1875\mathrm{.}1563.1307\mathrm{.}10770000$ NOTE: This is a multi$-$part question. Once an answer is submitted, you will be unable to return to this part.