Chemistry (and Honors) 9-4-18 Using Density

CHEMISTRY – Hey guys, here’s a pic of some “high density” koi that I saw in Hawaii (at the Dole Pineapple Plantation, of all places!). Great review on density problems today, and more! Remember, in chemistry we use math as a tool, therefore we might work problems a little differently in chemistry than you do in your math class.

When working these problems, don’t forget to follow the problem solving steps we discussed today:

  • Analyze – write down what you’re given and what you’re looking for
  • Plan – write a formula where you isolate the unknown on one side by itself
  • Compute – plug in your data, numbers and units; then cancel the units, and if they cancel correctly, go on to the calculator. Be sure and give your answer what the correct units.
  • Evaluate – does your answer make sense, have you used the correct units, do you have the correct sig figs?

Need more practice? Help session TOMORROW morning, 7:30ish A.M.

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62 thoughts on “Chemistry (and Honors) 9-4-18 Using Density

  1. I rate myself a 3 out of 5 this week because I feel like I have been engaged in class lectures but I do not need to forget my homework, and I am very excited to be able to do the lab.

  2. I rate myself a 3 out of 5 because I have been learning alot but I need to get more on top of things and study hard for my next test.

  3. This week, I rate myself a 4/5. At the beginning of the week, I struggled with the lab. Going through the week, I started to get a lot of the homework correct. I also understood a lot of chapter 2.

  4. ALSO MS SKINNER SAID THAT WE GET TO DECIDE THE DUE DATE FOR THIS LAB SO WHENEVER PEOPLE CAN WORK DURING STUDY HALLS, DO IT UNTIL WE GET CONSISTENT RESULTS!!!

  5. also guys ms skinner said to not take sig figs in our volume calculations because we need to be as exact as possible until we get our final answer (density)

  6. okay so i just did density calculations on 2 milky white blocks and got 0.910 EXACTLY on BOTH of the blocks so i think Delta should be the milky white blocks

  7. ive been doing blocks twice like with two different blocks of the same color to make sure it consistent and ive done milky white, gray, and im about to do black

  8. So I (Caroline) got
    Alpha — Paper White
    Beta — Black
    Delta — Milky White
    Gamma — Clear
    Epsilon — Gray
    -Caroline

  9. hey yall so i did calculations for two black blocks and i got about 0.979 g/cm^3 as the density and i know that one isn’t actually exact like the others, but it is closest to Beta (Caroline and Meredith also got Beta for Black). I’m going to come back in 7th period study hall tomorrow and finish working on Paper White, Clear, and a retry of Black so that I have accurate numbers to do calculations, but whenever anyone can come in to try to find the density of the blocks, please do that. And PLEASE post your results on here so that I can compare answers as much as possible to make sure my final answers are accurate!! I think we should make the due date for this lab some time next week, maybe Tuesday or Wednesday to give us all time to work on it.

  10. Milky White Block Density:

    MW mass = 61.467 g
    MW l = 5.20 cm
    MW w = 10.39 cm
    MW h = 1.25 cm

    MW V = l x w x h
    V = 5.20 cm x 10.39 cm x 1.25 cm
    V = 67.535 cm^3

    MW D = m/V
    D = 61.467 g / 67.535 cm^3
    D = 0.910 g/cm^3

  11. Gray Block Density:

    G mass = 77.869 g
    G l = 7.10 cm
    G w = 6.45 cm
    G h = 1.20 cm

    G V = l x w x h
    V = 7.10 cm x 6.45 cm x 1.20 cm
    V = 54.954 cm^3

    G D = m/V
    D = 77.869 g / 54.954 cm^3
    D = 1.42 g/cm^3

  12. Paper White Block Density:

    l = 3.50 cm
    w = 11.30 cm
    h = 1.89 cm

    V = l x w x h
    V = (3.50 cm)(11.30 cm)(1.89 cm)
    V = 74.7495 cm^3

    m = 40.872 g

    D = m / V
    D = 40.872 g / 74.7495 cm^3
    D = 0.547 g / cm^3

  13. Clear Block Density:

    l = 3.90 cm
    w = 1.22 cm
    h = 10.49 cm

    V = l x w x h
    V = (3.90 cm)(1.22 cm)(10.49 cm)
    V = 49.91142 cm^3

    m = 59.421 g

    D = m / V
    D = 59.421 g / 49.91142 cm^3
    D = 1.19 g / cm^3

  14. Milky White Block Density:

    l = 7.20 cm
    w = 1.25 cm
    h = 4.50 cm

    V = l x w x h
    V = (7.20 cm)(1.25 cm)(4.50 cm)
    V = 40.5 cm^3

    m = 36.551 g

    D = m / V
    D = 36.551 g / 40.5 cm^3
    D = 0.902 g / cm^3

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