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So let me use these two first so this thing so we have two y sine of u plus two z cosine of u is equal to this which is that, which has to be equal to this, is going to be equal to y sine of u plus y cosine of u plus two z cosine plus two z cosine of u we have two z cosine of u on both sides, so that gets rid of the z terms and then we have a two y sine of u and we have a y sine of u.

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Your Highness, I am very sorry, it's against the rules of the house to double again.

let me make sure this. y sine of u plus z cosine of u is equal to zero that means that this is means that two times this is also going to be zero. so this is equal to two y sine of u plus two z cosine of u is equal to zero.

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Those would cancel out. we can subtract a z cosine of u from both sides. a z cosine of u from both sides and so we would get zero is equal to y sine of u plus z cosine plus z cosine of u and this seems like a pretty benign statement. y sine of u plus z cosine of u is equal to zero

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I'll thinks about this one. this side has xyz sine of u I'll do it in magenta this equation xyz sine of u.I'll write it on this side xyz sine of u is equal to is equal to let's see we have a two z Let's distribute this cosine of u. we have a two z cosine of u so plus two z cosine two z cosine of u plus y cosine of u so we have a plus y cosine of u. that's that times that plus y sine of u so let me scroll to the left a little bit. y sine of u so I have rewritten these three equations.

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