Distuisgush between monocots and dicots
Answers
Angiosperms are flowering plants. ... Monocot and dicot differ in their roots, stem, leaves, flowers and seeds. The main difference between monocot and dicot is that monocot contains a single cotyledon in its embryo whereas dicot contains two cotyledons in its embryo.
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Explanation:
Answer:
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\begin{gathered}\begin{gathered}1. \: \: \sin(2 \alpha ) = 2 \sin( \alpha ) \cos( \alpha ) \\\end{gathered} 1.sin(2α)=2sin(α)cos(α)\end{gathered}1.sin(2α)=2sin(α)cos(α)1.sin(2α)=2sin(α)cos(α)
2. \: \: \sin(180 - \alpha ) = \sin( \alpha )2.sin(180−α)=sin(α)2.sin(180−α)=sin(α)2.sin(180−α)=sin(α)
3. \: \: \sin(90 - \alpha ) = \cos( \alpha )3.sin(90−α)=cos(α)3.sin(90−α)=cos(α)3.sin(90−α)=cos(α)
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L.H.S :- Sin10. Sin30. Sin50. Sin70L.H.S:−Sin10.Sin30.Sin50.Sin70
\begin{gathered}\begin{gathered}= \cos(90 - 10) \sin(30) \cos(90 - 40) \cos(90 - 70) \\ = \cos(80) \: \frac{1}{2} \: \cos(40) \: \cos(20) \\ = \frac{1}{4 \sin(20) } \cos(8 0 ) \cos(40) . \: 2 \sin(20) \cos(20) \\ = \frac{1}{8 \sin(20) } \cos(80) 2. \cos(40) \sin(40) \\ = \frac{1}{16 \sin(20) } 2 \cos(80) \sin(80 ) \\ = \frac{1}{16 \sin(20) } \sin(160) \\ = \frac{1}{16 \sin(20) } \sin(180 - 20) \\ = \frac{1}{16 \sin(20) } \sin(20) \\ = \frac{1}{16} \: \: \: \: \: \: \: \: .........R.H.S\end{gathered}\end{gathered}=cos(90−10)sin(30)cos(90−40)cos(90−70)=cos(80)21cos(40)cos(20)=4sin(20)1cos(80)cos(40).2sin(20)cos(20)=8sin(20)1cos(80)2.cos(40)sin(40)=16sin(20)12cos(80)sin(80)=16sin(20)1sin(160)=16sin(20)1sin(180−20)=16sin(20)1sin(20)=161.........R.H.S
=cos(90−10)sin(30)cos(90−40)cos(90−70)=cos(90−10)sin(30)cos(90−40)cos(90−70)
=cos(80) 2/1=cos(80)2/1
cos(40)cos(20)= 4sin(20)1cos(40)cos(20)=4sin(20)1
cos(80)cos(40).2sin(20)cos(20)= 8sin(20)1cos(80)cos(40).2sin(20)cos(20)=8sin(20)1
cos(80)2.cos(40)sin(40)= 16sin(20)1cos(80)2.cos(40)sin(40)=16sin(20)1
2cos(80)sin(80)= 16sin(20)12cos(80)sin(80)=16sin(20)1
sin(160)= 16sin(20)1sin(160)=16sin(20)1
sin(180−20)= 16sin(20)1sin(180−20)=16sin(20)1
sin(20)= 16/1sin(20)=16/1
.........R.H.S