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  1. ...problem is not too hard. What you need to find is tan u and tan v. You can do this given sin u and cos v. Sin is opposite...

    2 Answers · Science & Mathematics · 09/07/2008

  2. Muller v. Oregon, 208 U.S. 412 (1908), was a landmark decision... decided a mere three years after Lochner v. New York, 198 U.S. 45 (1905), in which a ...

    4 Answers · Education & Reference · 29/11/2007

  3. 600/(v+30) + 600/(v-30) = 4.5 600[1/(v+30) + 1(v-30)] = 4.5 multiply with (v^2 - 900) 600[v-30 + v + 30...2 - 2400v - 8100 = 0 9v^2 - 2430v + 30v - 8100 = 0 9v(v - 270) + 30(v - 270) = 0 (v-270)(9v + 30) = 0 v = 270 or -10/3

    4 Answers · Science & Mathematics · 12/12/2007

  4. ||v|| = sqrt(x^2 + y^2). Square the x and y components. Add. Take the square root. Do the same with w to get ||w||. ||v|| - ||w|| means take the value of ||v| and the value of ||w|| and subtract. "...

    1 Answers · Science & Mathematics · 08/07/2013

  5. for v to be an eigenvector with eigenvalue λ A v = λ v a) A v = λ v multiply by A A...multiply by A^-2 A^-2 A v = A^-2 λ v A^-1 v = λ A^-2 v = (λ A^-2) v for...

    1 Answers · Science & Mathematics · 31/01/2013

  6. v-(4-v)=-2(2v-1) v-4+v=-4v+2 2v-4=-4v+2 2v+4v=2+4 6v=6 v=1 answer checking 1-(4-1)=-2(2(1)-1) 1-3=-2(2-1) -2=-2 check

    12 Answers · Science & Mathematics · 16/02/2011

  7. Bowers v. Hardwick, 478 U.S. 186 (1986), was a United... Court directly overruled Bowers in Lawrence v. Texas, 539 U.S. 558 (2003), and held that such ...

    2 Answers · Politics & Government · 01/11/2009

  8. v^3+12v^2+36v Factor out the common factor: v (v^2+12v+36) Factor the remaining quadratic: v (v + 6)^2

    2 Answers · Science & Mathematics · 06/02/2011

  9. vt=L*√(1-(v^2/c^2)) square both sides v^2t^2 = L^2(1-(v^2/c^2) v^2t^2 = L^2 - L^2v^2/c^2 v^2t^2 + L^2v^2/c^2 = L^2 v^2(t^2 + L^2/c^2) = L^2...

    2 Answers · Education & Reference · 04/12/2010

  10. V = P(1-r)^n, P(1-r)^n = V, ===> (1-r)^n = V/P, OR, 1 -r = (V/P)^1/n, OR, r = 1 - (V...

    4 Answers · Science & Mathematics · 13/10/2013

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