To-do x 4_1.1 Ticket out the door.pdf x | = 1.6 Ticket out of class_s - Go X | 4 1.5 Ticket out of class_s.pdf X 41.4 Ticket out of class_s.pdf - X X C 2a drive.google.com/file/d/112QTx_jlruh3rFUFH9zFZ44_cijJ-oZq/view rw R New Tab Qatar Ai... | dole 6,bu PDF 1.4 Ticket out of class_s.pdf Open with 4 Share R Ticket out the door? Unit 1: Trigonometry F861296 19621984 1.4 The Sine Law 1. A weather balloon is being tracked by two radar stations that are 68 km apart. The angle between the radio signals sent from station A to the balloon and station B is 999. The angle between the radio signals B - 26' 99 1A sent from station B to the balloon and 68 km station A is 269. a) Determine the distance from each radar station to the weather balloon. Page 1 / 2 + L Ti CR CA 3:36 PM A ENG 10/3/2024To-do x | 4_1.1 Ticket out the door.pdf x | = 1.6 Ticket out of class_s - Go X | 4 1.5 Ticket out of class_s.pdf x 1.4 Ticket out of class_s.pdf - X X C 2a drive.google.com/file/d/112QTx_jlruh3rFUFH9zFZ44_cijJ-oZq/view rw R New Tab Qatar Ai... | dole 6,buj PDF 1.4 Ticket out of class_s.pdf Open with Share R b) How high is the weather balloon above the ground? Page 1 1 2 - + L Op CR CA 3:36 PM A ENG 10/3/2024To-do x 4_1.1 Ticket out the door.pdf x | = 1.6 Ticket out of class_s - Go X 1.5 Ticket out of class_s.pdf - x 41.4 Ticket out of class_s.pdf - X + X C 2a drive.google.com/file/d/11RAiYiCQo_-5AIAOwZCXj-oy_zoQFQLh/view FW R New Tab Qatar Ai.. | dole 6,buj "OF 1.5 Ticket out of class_s.pdf Open with 4 Share R 2. Solve the following triangle. Round all angle measures to the nearest degree and all side lengths to one decimal place. X ? 5 cm 890 9 cm Page 1 / 1 - + Di CR 3:36 PM ENG @ (x O 10/3/2024To-do x _1.1 Ticket out the door.pdf 1.6 Ticket out of class_s - Go X 1.5 Ticket out of class_s.pdf . x | 4 14 Ticket out of class_s.pdf - X + X C 2% docs.google.com/document/d/1xax4|Qt9kEtCBmOHwmpY2LF452mHr5RKOdoDheMn6H4/edit?pli=1 R New Tab Qatar Ai.. | dole &, baj 1.6 Ticket out of class_s * 4 0 & rw v Request edi H Share R File Edit View Tools Help 78612 :E 31 19621984 1.6 Problem Solving with Oblique Triangles C 1. Sonja measures the angle of elevation to the top of an office building to be 57. She then walks 25 m closer to the building and measures the angle of elevation to be 70'. Determine the height D. of the building to the nearest meter. (57' /70" 25 m + . An electric company has two options for the route of a proposed transmission line. Route A is above ground and has a cost of $200 000/km. Route B is underground and has a cost Power station of $1 000 000/km. Route B 59 Route A 81 km 34 km O Ti P & CR CA 3:36 PM A ENG @ (x O 10/3/2024To-do X 4_1.1 Ticket out the door.pdf E 1.6 Ticket out of class_s - Go x | 4 1.5 Ticket out of class_s.pdf x | 4 14 Ticket out of class_s.pdf X + X C 2% drive.google.com/file/d/10T1bSexYDpiYpn9WOM6lcX_GkKjjbxNG/view?pli=1 FW R New Tab Qatar Ai.. | asks &,bj PDF _1.1 Ticket out the door.pdf Ticket out the door! Open with 4 Share R Unit 1. Trigonometry F86129 19621984 1.1 Primary Trigonometric Ratios in Acute Triangles Keisha stands at a point between two trees and measures the angle of inclination to the top of each to be 349. One tree is 23.6 m in height and the trees are 60 m apart. Determine the height of the other tree. 23.6 m 34 340 60 m Page 1 1 2 - + O Ti CR 3:37 PM . .. ENG 10/3/2024Ticket out the door! Unit 1: Trigonometry F8612961 19621984 1.5 The Cosine Law 1. a) Draw and label a diagram of ATPK with t = 6.7 km, p = 8.6 km, and k = 11.9 km. Hint: Relabel the information with letters A, B, and C. b) Solve ATPK. Round all measures to the nearest unit