MHBWhat are the values of x and y when theta is 15 degrees?
Thread starterxyz_1965
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To find the values of x and y when theta is 15 degrees, the equations tan(15°) = x/200 and cos(15°) = 200/y are established. Solving for x gives x = 200 * tan(15°). For y, rearranging the equation results in y = 200/cos(15°). These calculations provide the necessary values for x and y based on the given angle.
I just saw this one. If there are finitely many primes, then
##0<\prod_{p}\sin(\frac\pi p)=\prod_p\sin\left(\frac{\pi(1+2\prod_q q)}p\right)=0##
Of course it is in a way just a variation of Euclid's idea, but it is a one liner.