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MAT help!

let say the angle subtended from the centre of the circle is a, how come tan a=3/4 then the area of the sector is 2a? pls help
Reply 1
Original post by puta.madre
let say the angle subtended from the centre of the circle is a, how come tan a=3/4 then the area of the sector is 2a? pls help


There must be more to the question than this. What is the radius of the circle? Can you tell us the year and question number?
should I link you the paper as well as the mark scheme? (Question 4v)
Paper: https://www.maths.ox.ac.uk/system/files/attachments/test10.pdf
Solution: https://www.maths.ox.ac.uk/system/files/attachments/websolutions10.pdf
Thank you man!

Original post by Pangol
There must be more to the question than this. What is the radius of the circle? Can you tell us the year and question number?
Reply 3
Original post by puta.madre
should I link you the paper as well as the mark scheme? (Question 4v)
Paper: https://www.maths.ox.ac.uk/system/files/attachments/test10.pdf
Solution: https://www.maths.ox.ac.uk/system/files/attachments/websolutions10.pdf
Thank you man!


Blimey! There's a massive jump from the question on the paper to your question. I'll try to have a look at it shortly.
look thanks man!
Original post by Pangol
Blimey! There's a massive jump from the question on the paper to your question. I'll try to have a look at it shortly.
Original post by puta.madre
let say the angle subtended from the centre of the circle is a, how come tan a=3/4 then the area of the sector is 2a? pls help
The area of a sector with subtended angle a in a circle of radius R is aR^2/2 (this is a standard result). That's all you need

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