_ In of Use . Any \"\"8an Wing, S. H 1-2\" JOumaI: The - \"mm-\"W Op 0 us .. Jo ' \" uma Instructions: 0 Show your work for all mlculations. The Students' Conjectures: Tre and ' game Hector are trying to gure out who threw the baseball farther in the last 1. Complete the table to summa ' w b0 w PO W nze what 0 ' ' a ) y u km a ut each players thro : (2 points: 1 int for each ro of Tre Hf TVVV 'WVE ball "r0 3rd bo'gg Hector Tky'ew 'HN La); 7% 1,qu The baseball eld has the following dimensions: . Tre's position on the pitcher's mound o Tre threw the ball to 3" base a) The baseball diamond is 90 feet by 90 feet. b) The pitcher's mound is 60.5 feet from home base. 0 Hector's position in c) The horizontal distance from the pitcher's mound to right field the right elder is 95 feet. a Hector threw the ball to 2"" base rm sem_2_cc_2013/Unit_1ILesson_2IActivity_490391primablesIJournal953672.htm Page 1 ( http://acecontent.apexlearning.com/online/geometry_ ' SH'IHZ 7180 PM 4 M- \"I h mum '0 Apex anmg's T'm" ' u Any unauthorized comma. 9mm, 7:00 PM a) Home plate: (0, 0) b) Firstbase: (_,_) 0) Second base: (_ , _) d) Third base: ( -_) Tre's Position: . . se' Tre was standing on the pitcher's mound. The pitcher's mound :5 60.5 feet from home be - _ ._ - - 99 2 5 D acecon en EDI] . ' 1953672 0 lanline/geomet $0 2 C 2 SN - _ I 3 _2I C Vlty_ 39,9\" tables] U I\" a h" f I cam' com // . I Illa. ly III C 0' \"It I L95 O" A [I 490 n lo [\"3 ht p f - nts-E AAu I aamlnn Inc Use of ns matena I \"bed 0 ex | 93min '3 Ian-n; of "33 An n3 tho ' . I I S j t AD I g 00 I s . y u u ZBd Dy \"9 . 9mm, 72% 1:\" Calculate Tre's Throw: 5. Using the distance formula, calculate how far Tre th 1 for the answer). rew the ball. (4 90ints: 2 mints for setup, 1 for calculation Hector's Position: Hector was standing halfway between rst and second base. at the grass line. The grass line is 95 feet from the pitcher's mound. 6. Calculate the coordinates for Hector's position. [Note: We can assume that 95 feet is an approximately horizontal distance from the pitcher's mound to the grass line.] (2 points: 1 for x, 1 for y) Hector was standing at the coordinate ( __ , __ ). Calculate Hector's Throw: 7. Using the distance formula, calculate how far Hector threw the ball. (4 points: 2 points for setup, 1 for calculation, 1 for the answer). Unit_1[Lasson_2lActivity_49039Iprintables[Journal953672htm Page 3 o ontent.apexlearning.com/online/geometry,sem_2_cc_2013I http://acec 9(11117, 7:00 pM 9I1'II17. 7:00 PM I Making a Decision: 8. Who threw the ball farther, and by how much? (1 point) Outeld exploration: Tre and Hector want to calculate the maximum possible throw at this eld. They calculate that the farthest point on the eld would be the center elder standing back at the dead center wall at point (322, 322). Suppose the centerelder threw the ball from here to home base. 9. How far is this throw? (2 points) a at 5 [Activity_49039lprintablesIJournal953672.htm Page ' 2 p :l/acccoment.apexlaarning.com/onlinelgeometry_sem_2_cc_2013/Umt_1/Lesson_