Area, SMB-034
Area, SMB-033
Area, SMB-032
Area, SMB-031
Area, SMB-030
Area, SMB-029 MC
Area, SMB-027
Area, SMB-026
Area, SMB-025
Area, SMB-024
Area, SMB-023 MC
Area, SMB-022
Area, SMB-021 MC
Pablo cuts a square out of a rectangular piece of paper, as shown below.
The square Pablo cut out has a side length of 6 cm.
Which of these expressions gives the area of Pablo's piece of paper after cutting out the square?
- `(28 xx 20)-(6 xx 6)`
- `(22 xx 14) + (6 xx 6)`
- `(28 + 20)-(6 + 6)`
- `(28 + 20) + (6 xx 6)`
Area, SMB-020
Area, SMB-019 MC
Area, SMB-012
Area, SMB-011
Area, SMB-010
Area, SMB-009
Area, SMB-008
Area, SMB-007
Area, SMB-001
Area, SMB-008 MC
Area, SMB-006
A child's toy has the following design.
Find the area of the shaded region to the nearest square centimetre. (3 marks)
--- 4 WORK AREA LINES (style=lined) ---
Area, SMB-005
Area, SMB-004
Area, SMB-003
Area, SMB-002
What is the area of the shaded part of this quadrant, to the nearest square centimetre? (3 marks)
Trigonometry, SMB-039
Gerry flies his helicopter from a heliport on a bearing of S50°W for 75 km until he stops at Town P which is due west of Town Q.
If Town Q is due south of the heliport, find the distance between the heliport and Town Q in kilometres, correct to two decimal places. (3 marks)
--- 8 WORK AREA LINES (style=lined) ---
Trigonometry, SMB-038
Boat A leaves port on a bearing of 065° and sails for 22 km until it is due east of Boat B.
If Boat B is due north of the port, find the distance between the port and Boat B in kilometres, correct to two decimal places. (3 marks)
--- 7 WORK AREA LINES (style=lined) ---
Trigonometry, SMB-067
Find the value of \(\theta\), correct to the nearest minute. (3 marks)
Trigonometry, SMB-066
Find the value of \(\theta\), correct to the nearest degree. (2 marks)
--- 5 WORK AREA LINES (style=lined) ---
Trigonometry, SMB-065
Trigonometry, SMB-064
Trigonometry, SMB-063
Find the value of \(x\), correct to 1 decimal place. (3 marks)
Trigonometry, SMB-062
Trigonometry, SMB-061
Find the value of \(\theta\), correct to the nearest degree. (3 marks)
Trigonometry, SMB-060
Find the value of \(\alpha\), correct to the nearest degree. (2 marks)
Trigonometry, SMB-059
Find the value of \(\theta\), correct to the nearest degree. (2 marks)
Trigonometry, SMB-058
Trigonometry, SMB-057
Find \(\alpha\), to the nearest degree, such that
\(\dfrac{\sin \alpha}{8} = \dfrac{\sin 60^{\circ}}{11} \) (2 marks)
Trigonometry, SMB-056
Find \(\theta\), to the nearest degree, such that
\(\dfrac{12}{\sin \theta} = \dfrac{15}{\sin 26^{\circ}} \) (2 marks)
Trigonometry, SMB-055
Find the value of \(x\), correct to 1 decimal place. (2 marks)
Trigonometry, SMB-054
Find the value of \(x\), correct to 1 decimal place. (2 marks)
Trigonometry, SMB-053
Find the value of \(x\), correct to 1 decimal place. (2 marks)
Trigonometry, SMB-052
Find the value of \(x\), correct to 1 decimal place. (2 marks)
Trigonometry, SMC-051
Solve for \(b\), giving your answer correct to 1 decimal place.
\(\dfrac{b}{\sin 22^{\circ}} = \dfrac{17}{\sin 67^{\circ}}\) (2 marks)
Trigonometry, SMB-050
Solve for \(a\), giving your answer correct to 1 decimal place.
\(\dfrac{6}{\sin 53^{\circ}} = \dfrac{a}{\sin 27^{\circ}}\) (2 marks)
Trigonometry, SMB-037
Express the compass bearing S30°E as a true bearing. (2 marks)
--- 4 WORK AREA LINES (style=lined) ---
Trigonometry, SMB-036
Express the compass bearing S60°W as a true bearing. (2 marks)
--- 2 WORK AREA LINES (style=lined) ---
Trigonometry, SMB-035 MC
Peter is standing 8 metres due west of Mary.
Bob is standing 8 metres due north of Mary.
Bob is facing north. He then turns anticlockwise so that he is facing Peter.
How many degrees does Bob turn through?
- `45^@`
- `60^@`
- `120^@`
- `135^@`
Trigonometry, SMB-034
Ian is facing south. He turns 150° clockwise.
Ian then turns anticlockwise until he faces east.
By how many degrees did Ian turn anticlockwise? (2 marks)
--- 6 WORK AREA LINES (style=lined) ---
Statistics, STD1 S3 2023 HSC 19
The scatterplot shows the number of ice-creams sold, \(y\), at a shop over a ten-day period, and the temperature recorded at 2 pm on each of these days. \(y=0.936 x-8.929\), where \(x\) is the temperature. --- 4 WORK AREA LINES (style=lined) --- --- 3 WORK AREA LINES (style=lined) ---
Measurement, STD2 M6 2023 HSC 35
Trigonometry, SMB-033 MC
If `tan theta = 80`, what is the value of `theta`, correct to 2 decimal places?
- `5.40°`
- `5.67°`
- `89.20°`
- `89.28°`
Trigonometry, SMB-032 MC
In which triangle is `sin theta = 4/7`?
A. | B. | ||
C. | D. |
Trigonometry, SMB-031
Trigonometry, SMB-030
Trigonometry, SMB-029
- « Previous Page
- 1
- …
- 4
- 5
- 6
- 7
- 8
- …
- 18
- Next Page »