1. Ann is Jane's 2. Davis is Jane's 3. Pam is Ann's 4. Steve and Frank are Max and Pam's 5. Rose is Davis's 6. Jane is Mark's

The doctor has advised Catherine to take aspirin only after meals. Catherine takes aspirin, so she must have just eaten. Does the conclusion use inductive or deductive reasoning? either inductive or deductive reasoning neither inductive nor deductive reasoning inductive reasoning

Determine whether the system of linear equations below can have a unique solution regardless of the value (s) of \( \alpha \). The a mentioned system is given by the augmented matrix below. \( \left[\begin{array}{rr|r}6 & 6 & \alpha \\ 3 & -3 & 9\end{array}\right] \)

Exercice 1: Soit la suite \( \left(u_{n}\right) \) définie par \( u_{0}=3 \) et pour tout \( n \in \mathrm{N}, u_{n+1}=\frac{1}{2} u_{n}+\frac{1}{2} n+1 \) 1) Calculer \( u_{1} \) et \( u_{2} \). 2) On pose \( v_{n}=u_{n}-n \) a) Montrer que la suite \( \left(v_{n}\right) \) est une suite géométrique dont on déterminera la raison et le premier terme. b) Déterminer \( v_{n} \) puis \( u_{n} \) en fonction de \( n \). c) Quelle sont les limites de la suite \( \left(v_{n}\right) \) et de la suite \( \left(u_{n}\right) \) ?

Цаасан дээр нэг мөрөнд а) 10 , б) \( n \) ширхэг хасах тэмдэг бичив.Хоёр сурагч ээлжээр нэг, эсвэл зэрэгцээ хоёр хасах тэмдгийг нэмэх тэмдгээр солино. Сүүлчийн хасах тэмдэгийг арилгасан нь хожино. Зөв тогловол хэн нь хожих вэ?

\( x_{2} y_{3} \) bileşiğinin kütlece \( \%, 25^{\prime} i X \) elementinden ştuğuna göre \( x_{3} y_{4} \) bileşığinde elementlerin kütlec birleşme oranı \( \frac{m_{x}}{m_{y}} \) oranı kaçtır?