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The forums' hardest game


baltoist

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Indeed, I am the lord of numbers!. Thanks to your encouragement, I shall conjure up another question!

 

The current count is equal to the area between the function y=sin(2x+π) and the x axis from x=0 to x=3π/2.

 

Anyone who can answer the above question or either of my questions on the previous page will win a brohoof. The questions I've asked so far are:

 

1. Show that the shortest distance between the lines L1 and L2 is 2, where L1=<2,1,-3>+t<2,-1,2> and L2=<2,0,1>+s<4,2,0>

 

2. Show that the gradient of the function y=sin(x) at x=2π is 1.

 

3. Show that the area between the function y=sin(2x+π) and the x axis from x=0 to x=3π/2 is 3 units2.

 


sig-4139834.sig-4138774.xzoetageppqfross

Thanks to Pink for the lovely avatar and W.G.A. for the amazing signature!

My OCs: Aero Wind, Shadowhide, Ebony (WIP)

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'Her'? Who's 'Her'? See, now I have to keep making more maths because I want to know who 'Her' is.

 

The current count is equal to the result of the infinite series 1/2+1/4+1/8+1/16...+1/(2n)+... (Or, using summation notation, the result of post-27784-0-84894400-1410767135.jpg)


sig-4139834.sig-4138774.xzoetageppqfross

Thanks to Pink for the lovely avatar and W.G.A. for the amazing signature!

My OCs: Aero Wind, Shadowhide, Ebony (WIP)

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