Measurement, STD1 M3 2022 HSC 32 The diagram shows two right-angled triangles, and , where , , and . Calculate the size of angle , to the nearest minute. (4 marks) --- 8 WORK AREA LINES (style=lined) --- Show Answers Only ′ Show Worked Solution ′ ♦♦♦ Mean mark 17%.
Measurement, STD1 M3 2019 HSC 31 Two right-angled triangles, and , are shown. Calculate the size of angle , correct to the nearest minute. (3 marks) --- 6 WORK AREA LINES (style=lined) --- Show Answers Only Show Worked Solution ♦♦♦ Mean mark 15%.
Measurement, STD2 M6 2017 HSC 8 MC The diagram shows a right-angled triangle. What is the value of , to the nearest minute? Show Answers Only Show Worked Solution COMMENT: An angle that has over 30″ (seconds) is rounded up to the next minute (i.e. rounded up to 70°17′).
Measurement, STD2 M6 2005 HSC 25b Use Pythagoras’ theorem to show that is a right-angled triangle. (1 mark) --- 2 WORK AREA LINES (style=lined) --- Calculate the size of to the nearest minute. (2 marks) --- 4 WORK AREA LINES (style=lined) --- Show Answers Only Show Worked Solution i. MARKER’S COMMENT: Know your calculator process for producing an angle in minutes/seconds. Note >30 “seconds” rounds up to the higher “minute”. ii.