A roasted turkey is taken from an oven when its temperature has reached 185°F and is placed on a table in a room where the temperature is 64°F. (A)If the temperature of the turkey is 150°F after half an hour, what is its temperature after 45 min?
(b) When will the turkey cool to 100°F?
we can do this, but it is going to take a minute
ready?
first of all you need to work not with the temperatures, but with the difference of the temperatures the initial difference is \(185-64=121\) and the difference after 30 minutes is \(150-64=86\)
are you supposed to model this as \(A_0e^{kt}\) or can we do it an easier way?
snap way is to say the temperature difference is \[121\times \left(\frac{86}{121}\right)^{\frac{t}{30}}\] and then compute \[121\times \left(\frac{86}{121}\right)^{\frac{45}{30}}\] \
or \[121\times \left(\frac{86}{121}\right)^{\frac{2}{3}}\] and then add \(64\)
im just lost with all of it cuz i keep getting 65 and 247. i know thats not the answer.
i get 85.72 http://www.wolframalpha.com/input/?i=121*%2886%2F121%29^3%2F2+%2B64
are you supposed to model this as \[A_0e^{kt}\] we can do it that way too
thats not it
Is it 25, if my answer is correct, I will try to help you solve it
is that fr part b?
No, a
https://www.webassign.net/v4cgi/student/practice.tpl?struct=CfAMAoAGDABGBaDCDoAVBSCMAnCLDxBjEHCvCYCTDKBtDqCKDlCnAtAXAOCiBEAXCbEJARDDCDDMDeBHEuCwCYBJAVBWAKEDDUDyDiBUBwBlDiDCALEUARBdDyEHCYBuEEEdCMAeDdCtCNEqEoBSEkzUDCEjCYDJARAqBNDFAaBdEsETCVEkAIEFApCsAHAXCRDPBgAYAxCqAJDOAtCMCqCJAvArEjAFDnDCAVBSEVALBCBkAAErEGzZDPEWCNEfBEDQEoBNEXEGCtBaAvyYCXDEBBBvDVBtEMCkAgEuDBAiDOEWBbBIByDqDwCiCPDGEUEFEMCOEjAQBDCOCtDWAXEEDaDOAHCJCoCcAaAOERAtCcEOEJCwBDDjCdAF&UserPass=13b1e9579404e69ae36c36b6510b0f9e thats a website that im going by on how to do this and im just lost.
https://www.webassign.net/v4cgi/extra/bc_enhanced/index.tpl?asset=watch_it_player&asset_url=/bc_enhanced/salgtrig3_w_player/scolalg5_05_05_025.html&UserPass=13b1e9579404e69ae36c36b6510b0f9e idk if you can open it
I can't see the link, it says I have to log in
ok
here its in the attachments.
I can't help :( I didn't think it would be so complicated,@Directrix , @electrokid , could you guys please help @mel11 ? Thanks :)
ok well thank you for everything
Your welcome, hopefully, I can find someone to help you
@jim_thompson5910
@jhonyy9
well i just got A i had to plug it into a different math website. thank you so much though. i have been trying to work this out for over an hour.
thank you @satellite73 and @hedyeh99
so, did you get the answer?
yes i did. It took me an hour to figure it out.
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