Tu Quoque

Related BrainMass Solutions

• Subcategory of informal errors

  Tu quoque - when an opponent's criticism of an argument is rejected by an irrelevant appeal to the fact that the opponent him/herself makes the same mistake.

• Factoring multivariate polynomial

  Grouping the terms according to their order (tu is considered to be second order) we get: 2t^2-2u+tu-4t = -4t -2u + 2t^2 + tu = -2(2t+u)+t(2t+u) = (-2+t)(2t+u) 2t^2-2u+tu-4t = (t-2)(2t+u) The solution shows how grouping the polynomial terms helps

• Fallacious Arguments: List types, purpose and effect of use to the listener.

  Two Wrongs Make A Right (Tu Quoque, You Too) ? Weasel Wording Source -- http://www.don-lindsay-archive.org/skeptic/arguments.html#extended_analogy My Fallacious Argument I am guilty of at times using the Extended Analogy.

• Length of chord

  Lets call this chord "SR" This chord SR bisects another chord "TU" and TU has midpoint "K".

• Differential Equations

  (du)/(dt) = (3 + 3 u + t + tu) u = -1 + A Therefore, du = dA (3 + 3 u + t + tu) = 3 + 3(-1 + A) + t + t(-1 + A) = 3 - 3 + 3A + t - t + At = 3A + At = A(t + 3) Now, (du)/(dt) = (3 + 3 u + t + tu) is transformed as dA/dt = A(t + 3) Separating

• Create table giving the joint p.m.f of T and U.

  ) t u p(tu) t*u*p(tu) -1 -2 0 0 -1 0 0 -1 +2 0 0 +1 -2 - +1 0 0 0 +1 +2 E(TU) 0 E(T) = 0 ; E (U) = 0 ; Cov (T,U) = E(TU) - E(T) *E(U) = 0 3.

• Showing a matrix is totally unimodular.

  According to another theorem, namely 2.1 in page 540, a matrix is TU if its transpose is TU.

• characteristic polynomial

  287218 Prove: TU and UT have the same characteristic polynomial Prove: If T is a linear operator on the vector space V and T has an inverse and U is any other linear operator on V , then TU and UT have the same characteristic polynomial.

• French grammar questions

  -Mon frere m'a dit: Tu peux utiliser ma radio parce que tu m'as aide hier. -Mes parents ont crie: Revenez tout de suite! -Je lui aid it: Tu pourras venire chez moi pour ton devoir et je t'aide si je connais la matiere. Q9.