Geometry, NAPX9-TLD-CA18 v3
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Variant 0
DifficultyLevel
617
Question
A regular hexagon has six internal angles.
What type of angle is each internal angle?
Worked Solution
90° < obtuse angle <180°
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A regular hexagon has six internal angles.
What type of angle is each internal angle?
|
| workedSolution | 90$\degree$ < {{{correctAnswer}}} $< 180\degree$
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/NAPX9-TLD-18-3-293x300.png 200 indent vpad |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
618
Question
A regular pentagon has five internal angles.
What type of angle is each internal angle?
Worked Solution
90° < obtuse angle <180°
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A regular pentagon has five internal angles.
What type of angle is each internal angle?
|
| workedSolution | 90$\degree$ < {{{correctAnswer}}} $< 180\degree$
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/11/Geom_NAPX9-TLD-CA18-v3_v1.svg 200 indent vpad |
| correctAnswer | |
Answers
U2FsdGVkX1/1gZrpUSI5Mv5U1AuVh+X5ruIAAFsc+xoI3rAA5284PaMiC8g5GQ5f/wbiciaVeYjcunE9LQzVPRLrHU5eKDD7RQiqgs2YCZeWjh2jkiQoFpPXud2GvbfvqWYUFIVKp3S/7ZEGnM1srrWplofiZ4oGv/ixFKK5R3hqHKsfnDeVS+v+7cKjQrNN0BMBh2NNy+VxvgHHRtsWHTXIsJ3g7NcJBi6LJXDZPGlCHi1CGs+UpFY5oE7Q9N6c45sPcipxU2EtjCXt59a+Yxlwo507w0ofxW9+Xo+Tsm6yO4R8IHDkh4lrcpIRqTUTFYR/sf/RvIdzz6WKcgyttlMLmhuvpobH7KXvZN8vIU7Bn30TBS8cQfskzA2RXIwpDUf0gNxGYXESRCzdbrqSotnlcDzN/C2OOwrQOwd7jBB+UiXGUKmcswRNk6XOjHHitlRNX8p2OJ3o/v3CzG9Nl5VxCv/Vfnu55JLhrdjf8dKadQn86C0ORgmJhcT/na/yGbi3kCdgCJ9dsh5qB65vh47R7gUAmjTE2agIIHsA3C+BREQG9CnemaRqeW4DQJcs/0q+CNJ0Rhw5ubdXY7VLVkBH3p+DV/fgFd0g2EhQZ/JS+JxbShaS1Quw94mrCN12kiiIb6YPjRxTyoH1Bhvsq+y2Z9kuOed2tTGCg+xVS8MxW9ifAgMIWSyLtcVLxKe91okyJp1vFBHujWJis54S1jaxTnwWfDQtLcJvUL1HCsU/YpvvIj5fP8E5uq6Uvxs2rEK4tLet3TjfSKB9yVLWntJzJuIi+wEEFLZorrhXlPo5UI/6h1dDddFjBbKWpPQhKVePCh7wi9JjclqmjJR4OO6ZmdOHdP+zSII/G6GfXDjIMDaHwdgkNyi1nsPvGG/2a4OeWFSevCQpWlXd7RHkGkpHFaw7jxNLEkk1Dtryiu4oNmKP8VZVQ/rhzTxrNrFQOObWRCVfpdpFjzyIvlYMgDmulehNuuaeuqQpCrX/l2npi5F/LaVCqVlS6vxpH2rQHm/Reef3ppicSYA4AGWxw2gJmrhyGAiGPd3RVOFcuYW+8xAVFF/AKZdtAHOG8hy3ZumATe45DgXJfeBsf3u/oSijqBxmfdQU8Aat9EkE0SPNhDDpNzcaN9dY0gNQ7l/8TP09BwDk5HRihq6JHyG7aiJIM/h3DJjCYbabnyy8mZqMR4bwswt66/4J5aG3JI5y2HwmkYAoJsHEfNMbDOXwsexDaD7cb3XyklAh7Mx6mcOM45FvYkD3Jnoj1p5oSu+/Ls/97vC6vbSFYus/BIWAJBHr93dCjw49CQIuaLSVW4TDq4WkfpkJhJ+euUsWlyOb1+rYNlUSxttZQgfFJ+jOHdncNnlqkPwqg7+NS/ya9Y5pe+2UAJOk1iy/9HcDWpQevQ4z5Nd+kXm925ehtIPeWHnU4wk4Pj6AAox3jGkX2nIGTlZ6r/4tsF2l4gJzIzGxsJC0TN/vncWJqoX6zeOfYLtSqb2wXJmw32ll+H5i2pPDe5XGgTXGdqBCOJRVtWaquEvvsLgimxmXiZ5XutY/d29GlYFrcVKzcomQkqpjItrS/v9UFhIoSqO5NiK7eUq26aZIN7vAaFX47ksLGzRRL38/VPAwWGKTYVpIxJMM2MwEr0yeKGVVW0jv0nzosJVQGTi4hpLVBDUl5r+yQ6Pi6rhWAs+4Rl6EAqtsuS/rv/s/SFNsw5SefcS4rU5K7kQLhXv1pgylb37zZ+zwPLmpL1JhJWMLhOAPPWeiInB2Ml8ent4XXS9Zvup3WNaZBrn+dwpFMs9I15MEKYnoTC8HvkflBl/MFjTUwyDHRbSqzpIwy5KkHJtiDgHJyaTgK5qHbCmZ2/6kr0C+cqnPq8R0ThWzE8pFJJfoLAy0cg7tlySpQQ/XpeH0/mHqfE9xJGOTblh4kADi2oN+tTTXuBLBPEjUTvlH68DDDRPhCtxc/Dnxfb9rOLtSMXE3KVW3NWkiaelb7e612FoBLJ312lo/46rdjsmvHhiwOyMCCvaD42+NeRckAp3xjFBXZPVyy9p8c5T/auyD/E6PF8xnlsCzU0wL9XLbuHHBzmzCsX7rF71TmbmF8iA2XJw4kWZ9A3mSw2xSnB2MxTd+G5Bf8MFc77MPIsy4W6rIJBNq6xDCsm4hYkVU/6fTbh4bCmBMwG2GIVMjMZjMn83QEOE8sWGyrNA+JNeHlhtGnk+qFk+oIOgirxkgyqBND+9dczzHpnnnt37mD3gBPeO7zEvAxVi1vl2GRqs+AWaUrhuB5/VHcgX9fqTpGBC7uuehhdfOsmbCpnuaEjr2Z6Z4tzhxIHPe2BQpOP58iUvRFDjbKX43v7pFpaPgBUnI2LdRR3mKcQi/BlltoGD2mGWnZWcaYDuCUF+HzGFF0j/26d199TlsDyvcEZu1LpNfwMtZ8P8rPKANLvCbTVabqXbReJ++0kP8RMRKhT8CVznnDJW+2+SuJVyiURmQG5o71FA6PyeNlAErf3/pA+XrU5QeDt7UhPxlr2H+RySnWI4zXe998w+/2ldbjkapmZ2JjXnIz4L/2J8+NGTnWpZAu+TsIz8R+wj5+bT3rv+lEp2JEk5pLnSh2DYNxs254iISVW7hknGTJ9KkGOJ36J0UblqxSZIgeOIWwdqoVxxF/8RNMx+kB5fWh0P5rm5ryYhD13LV/q0czxd34cIIIomf6xK+QR+t2G0bQTdjswHZyjQUP8letDH37bhPDHuQuATm5liGUMfXIHCJK4SeDDF4oNbQvyO/vr+KTvqAyfZJ2LSA8WF2oMCmIhwoRVdI6E+8rwbR6g9tYgRC/f7l8VXQzsC1YSWEMWjHU0/ggfLgMSQcelCiDq8EyW0m+x6c5pRVTavwNZb3rJsf/8oqps3Xr/yL8vMpOxVgtg6sx90W9KMcC2St9EkhPWjDnICYcMDLoYoYaLfRCXdp7bIY0fqWRrxc9uI65I+XtgBxXTQjShhnPdSnK3nVR7Cmh9wYnO3DoQwqM2Kz4r+kUvAIrqB77AnF9KMkhd/RJg==
Variant 2
DifficultyLevel
621
Question
A regular octagon has eight internal angles.
What type of angle is each internal angle?
Worked Solution
90° < obtuse angle <180°
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A regular octagon has eight internal angles.
What type of angle is each internal angle?
|
| workedSolution | 90$\degree$ < {{{correctAnswer}}} $< 180\degree$
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/11/Geom_NAPX9-TLD-CA18-v3_v2.svg 200 indent vpad |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
623
Question
A regular decagon has ten internal angles.
What type of angle is each internal angle?
Worked Solution
90° < obtuse angle <180°
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A regular decagon has ten internal angles.
What type of angle is each internal angle?
|
| workedSolution | 90$\degree$ < {{{correctAnswer}}} $< 180\degree$
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/11/Geom_NAPX9-TLD-CA18-v3_v3a.svg 200 indent vpad |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
625
Question
A regular dodecagon has twelve internal angles.
What type of angle is each internal angle?
Worked Solution
90° < obtuse angle <180°
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A regular dodecagon has twelve internal angles.
What type of angle is each internal angle?
|
| workedSolution | 90$\degree$ < {{{correctAnswer}}} $< 180\degree$
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/11/Geom_NAPX9-TLD-CA18-v3_v4.svg 200 indent vpad |
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
627
Question
A regular nonagon has nine internal angles.
What type of angle is each internal angle?
Worked Solution
90° < obtuse angle <180°
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A regular nonagon has nine internal angles.
What type of angle is each internal angle?
|
| workedSolution | 90$\degree$ < {{{correctAnswer}}} $< 180\degree$
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2022/11/Geom_NAPX9-TLD-CA18-v3_v5.svg 200 indent vpad
|
| correctAnswer | |
Answers