10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction
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![10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction](https://www.researchgate.net/publication/336968410/figure/fig2/AS:822997220868099@1573229236734/Conclusion-Therefore-i-ii-ii-i-45-iv-Construction-of-Angle-60-Given.png)
![10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction](https://www.researchgate.net/profile/Apollos-Ezeogu/publication/336968410/figure/fig2/AS:822997220868099@1573229236734/Conclusion-Therefore-i-ii-ii-i-45-iv-Construction-of-Angle-60-Given_Q320.jpg)
10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction
![10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction](https://www.researchgate.net/publication/336968410/figure/fig2/AS:822997220868099@1573229236734/Conclusion-Therefore-i-ii-ii-i-45-iv-Construction-of-Angle-60-Given.png)
10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction
![10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction](https://www.researchgate.net/profile/Apollos-Ezeogu/publication/336968410/figure/fig1/AS:822997220864007@1573229236705/Conclusion-i-ii-ii-i-i-i-i-ii-i-90-ii-Bisector-of-an-Angle_Q320.jpg)
10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction
![10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction](https://www.researchgate.net/profile/Apollos-Ezeogu/publication/336968410/figure/fig4/AS:822997220855810@1573229236863/Conclusion-Di-i-i-ii-i-is-a-scalene-triangle-and-i-i-i-i-i-i-i_Q320.jpg)
10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction
![10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction](https://www.researchgate.net/profile/Apollos-Ezeogu/publication/336968410/figure/fig3/AS:822997220876289@1573229236784/ii-Construction-of-Equilateral-Triangle-Given-Draw-a-line-i-i-i-i_Q320.jpg)
10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction
![10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction](https://www.researchgate.net/profile/Apollos-Ezeogu/publication/336968410/figure/fig5/AS:822997220868103@1573229236915/The-point-of-trisection-i-i-is-called-the-centroid-or-centre-of-mass-of-the_Q320.jpg)
10 Conclusion: Therefore, ∠í µí±„í µí±€í µí°µ = 45° (iv) Construction
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