vertically opposite angles are equal - Math bibliographies - in Harvard style
These are the sources and citations used to research vertically opposite angles are equal. This bibliography was generated on Cite This For Me on
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Book
Bowie, L.
Platinum mathematics
2012 - Maskew Miller Longman - Cape Town
In-text: (Bowie, 2012)
Your Bibliography: Bowie, L., 2012. Platinum mathematics. Cape Town: Maskew Miller Longman.
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Website
McRae, G.
Geometry Theorems
2015
In-text: (McRae, 2015)
Your Bibliography: McRae, G., 2015. Geometry Theorems. [online] 2000clicks.com. Available at: <http://2000clicks.com/mathhelp/GeometryTheorem-Summary.aspx> [Accessed 7 February 2015].
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E-book or PDF
Geometric Proof
In-text: (Geometric Proof, n.d.)
Your Bibliography: n.d. Geometric Proof. 1st ed. [ebook] pp.5-6. Available at: <http://jwilson.coe.uga.edu/EMAT6680/Simmons/Essay2/6690Essay2HomepageFC.pdf> [Accessed 6 February 2015].
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Website
Vertically opposite angles are always equal - Theorem (2 of 2)
2015
In-text: (Vertically opposite angles are always equal - Theorem (2 of 2), 2015)
Your Bibliography: YouTube. 2015. Vertically opposite angles are always equal - Theorem (2 of 2). [online] Available at: <https://www.youtube.com/watch?v=xvDkTOtby5I> [Accessed 7 February 2015].
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