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Hello,

Please use this section to post questions related to section 1.4. We will cover this section in two days, as follows:
Day 1: HW Due Fri, 9/16 – p. 29: 9-19 odd, 23, 25, 35, 41, 43 (in 41 and 43, find AB also)
Day 2: HW Due Mon, 9/19 – Worksheet given in class
Feel free to use this section of the blog to post questions/concerns/extensions related to section 1.4.
Day 3: HW Due Tues, 9/20 – Wrapping Up 1.4 (Worksheet)

Note – TODAY’s ASSIGNMENT IS ABOVE!!!

Happy Blogging,
Mrs. Corricelli

39 Responses to “1.4 Angles & Their Measures”

  1. Rosalynn Hyatt says:

    for numbers 41 and 43 do we need to make a coordinate plane?

    • corricelli says:

      Hello,

      For all asking about 41 and 43, I did reply earlier about this. You do need a coordinate plane and then use the distance formula to find AB.

      Hope this helps,
      Mrs. Corricelli

  2. Kelly Poland says:

    When you say do 41 and 43 and find AB also .. what do you mean by that ? Im confused ….

  3. Brian Torsiello says:

    for 41 and 43 you have to use the distance formula to find the ray AB i think

    • corricelli says:

      Brian,

      Thanks for replying to a teammate – most of your reply was 100% on – you do need the distance formula, but not to find a ray’s distance (a ray has no distance) but to find the length of segment AB.

      Again, thank you!

      Great teamwork,
      Mrs. Corricelli

  4. Kayleigh L says:

    For problems 41 and 43, I drew a coordinate plane and connected the points. I didn’t use any formula. I also wasn’t sure what you meant by finding A and B.

  5. Carlos Acevedo says:

    Is it alright if I skip ‘finding’ AB because I’m so confused O_o

  6. Gabe Nager says:

    I dont have a protractor for #s 23 and 25, so can I just skip them until tomorrow?

  7. shane swanson says:

    i am confused about finding A&B as well

  8. Gustavo says:

    For problems 41 and 43 i plotted the points in the coordinate plane I drew and got the same answer as shown on the answer key but I was a little confused like many what you meant by finding AB.

  9. Abby Pierce says:

    I’m with Rosalynn, I wasn’t sure of that either.

  10. Kelly Poland says:

    Thanks Mrs. Corricelli I understand how to do it now !

  11. Luke Peterson says:

    for the AB distance formula we use the formula that i was in class to learn ( (x1-x2)^2 + (y1-y2)^2 ) not the different one we had to use on a question from a previous home work assignment right because i’m a bit confused to be honest.

  12. Alyson Alissi says:

    Hi I am doing the math worksheet and I am having trouble with numbers 10-13…could anyone help me on how to figure it out? thankyou

  13. An Huynh ^.^ says:

    I’m having trouble on question #4-6, it says to use the Angle Addition Postulate, but what does that mean? Do you use (y=mx+b) ?

  14. An Huynh ^.^ says:

    Also, I’m having trouble again on questions 7-9 when talking about identifying the interior and exterior coordinate points, To solve that do you use the equation you used in class, (M= y2-y1/ x2-x1)

  15. Alyson Alissi says:

    for numbers 4-6 you add the other angles. so for number 4 you would do 21+23=x. then solve for x. You are trying to find the measurement of angle CDF and to do that you have to add the other two angles together. For numbers 7-9, the interior is inside the angle and the exterior is outside. So you just pick a point away from the angle for exterior and a point inside the angle for the interior.

  16. Kelly Poland says:

    Hi , I am trying to do the homework and i am stuck on 10 – 13 .. does anyone know how to do it ?

  17. Abby Pierce says:

    I don’t understand numbers 10-16 on the worksheet for homework. Did anyone get those?

  18. An Huynh ^.^ says:

    Thanks Alyson! :D that helped, and you mean pick a random point within the angle?

  19. Alyson Alissi says:

    yeahh any point

  20. shane swanson says:

    i am having troubles with numbers 10-16

  21. An Huynh ^.^ says:

    For numbers 10-13, i think you’re suppose to draw an extra ray inside the angles, for ex: P is interior of <SOT, so u should draw a ray inside of it labled as P, and then identify degrees for each angles that equals 71*. (SOT=71*)

  22. An Huynh ^.^ says:

    Btw, i found out that for 14-16, you just add everything up together, For ex: !4.) (x+4)+(2x-2)=26*

  23. charlie says:

    For numbers 2-3, are we supposed to simplify the square roots?

  24. charlie says:

    I’m a little confused with part B of question 4

  25. corricelli says:

    Charlie,

    What have you done? Make this a post that people can reply to… Did you calculate the distances MO, MW, and OW using the distance formula? Did you check your answers against the solution?

    Please re-post with a little more detail so that we can all help you to identify the problem/question/solution!

    Thank you,
    Mrs. Corricelli

  26. Katie Berry says:

    9/19/11
    On the homework for tonight I had a question on number five. I drew the diagram out and I labeled everything. Next I plugged in “x” which i got was three which came out as:
    ACD= 5(12-x)
    5(12-3)
    60-3=57
    BCA= 14x+3
    14(3)+3
    42+3=45
    BCD=30x=30(3)=90

    I should have gotten 90 when I added up ACD and BCA. But instead I got 102

    Can anyone help me?

    • corricelli says:

      Katie,

      Love the level of work you showed – I can help in a few ways…

      First notation…
      Instead of “ACD= 5(12-x)”, write m<ACD = 5(12 – x) because it is the angle's measure that is equal to this equation, not the equation itself. <ACD is an angle, not a number. It seems small, but it is a big concept this year and many people make it at the start of Geometry. You may have saved lots of people points on their quizzes by doing this!

      Now, continuing:
      m<ACD = 5(12 – x)= 5(12-3) = SO FAR SO GOOD

      By order of operations, 5(12-3) = 5(9) = 45 degrees.
      By distributive property, 5(12-3) = 5(12) – 5(3) = 60 – 15 = 45 deg

      (It looked like you tried to distribute, but forgot to distribute the 5 to the 3.)

      Hope this helps!
      Mrs. Corricelli

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