Website Acknowledgement Form (you are turning this in for 10 points tomorrow)

• on a piece of paper, write the following statement:



• I am aware that the daily HW assignments can be found at msichan.com. I will use the information found there to verify that _________________ (insert child's name here) has completed the homework before I sign off on it. I am aware that the answers to the odd problems in the Geometry Honors book are located in the back of the book. Therefore, ___________________ (insert child's name here) should check his/her answers and prepare a list of questions to ask in class tomorrow.



• Print Parent Name



• Parent Signture

Time Stamp Signature

• next to your heading, please write down the start and end time of when you complete your HW. Then obtain a parent signature verifying that you have completed the HW assignment and checked all the odd problems if any were given. This will be a daily occurrence.

Flashcards

• don't forget to spend some time reviewing your flashcards for Ch 8



• make sure you get a parent signature!

13.3 PDF

• (1-16) all


• Some problems got cut off during the scanning process. The following is what you will need to know for each problem that got cut off:


• #12: Archaeologist Ertha Diggs is using an angle measuring device to determine the height of an ancient temple. When she views the top of the temple through her device, she records a thirty-seven degree angle up from the horizontal. She is standing 130 meters from the center of the temple's base, and her eye is 1.5 meters above the ground. To the nearest tenth of a meter, how tall is the temple?


• #15: Alphonse is directly over the 2500-meter landing strip in his hot air balloon (point A) and is observed at one end of the strip by Beatrice (point B) with an angle of elevation measuring 39 degrees. Meanwhile, at the other end of the strip, Collette (point C) observes the balloon with an angle of elevation of 62 degrees. What is the distance btwn Alphonse and Beatrice? How high up is Alphonse when he is observed? (I know that I haven't gone over angles of elevation and depression yet so just have this problem written down so that I can use it to teach with tomorrow.)


• #16: A tree is growing vertically on a hillside that is at a 16 degree angle to the horizontal. The tree casts a shadow 18m long up from the slope. If the angle of elevation of the sum measures 68 degrees, how tall is the tree? (Once again, please have this written or printed out so that I can use it to teach with in tomorrow's class)