LeannChou99
LeannChou99
13-06-2014
English
Answered
What Is Aramaic? could you help me out
Answer :
Аноним
Аноним
13-06-2014
This is the Semitic language (spoken/written) by aramaeans. But I'm not quite sure what constitutes one to be an aramaean in current day.
Answer Link
AL2006
AL2006
13-06-2014
Aramaic is an ancient semitic language, evolved from and closely related to Hebrew.
It was the daily language of the common people in Israel in Jesus' time.
Answer Link
VIEW ALL ANSWERS ( 66+ )
Other Questions
### Question 8 of 10Which of the following choices are equivalent to the expression below? Check all that apply.[tex]\[ x^{9 / 4} \][/tex]A. [tex]\[ \left(x^4\r
Determine the domain and range of the function [tex]f(x)=\sqrt{-9.3 x+70.5}[/tex]. Enter your answers in interval notation.Domain:Range:
Three bells ring at intervals of 40 minutes, 45 minutes and 60 minutes. If they ringsimultaneous at 6.30 a.m. at what time will they next ring together?
11. Describe brevemente quiénes eran los esenios y cuál era su estilo de vida.10. ¿Cuál era la posición social de los publicanos en la sociedad judía?
If isosceles triangle [tex]$ABC$[/tex] has a [tex]$130^{\circ}$[/tex] angle at vertex [tex]$B$[/tex], which statement must be true?A. [tex]$m \angle A=15^{\circ
Read the excerpt from President Woodrow Wilson’s speech, “War Message to Congress.” On the 3rd of February last I officially laid before you the extraordinary
Which of the following statements can be true about [tex][tex]$p$[/tex][/tex]?a) [tex][tex]$p^2-4q=16$[/tex][/tex] b) [tex][tex]$p=4$[/tex][/tex] c) [tex][tex
It is important to know your own level of personal fitness. The great thing about knowing your fitness level is that you can always improve and measure again! I
What conclusion can you draw about The Great Gatsby based on the fact that F. Scott Fitzgerald lived through the 1920s?A. The characters in The Great Gatsby are
6. If [tex][tex]$12 \binom{r}{2} = \binom{r+2}{3}$[/tex][/tex], find [tex][tex]$r$[/tex][/tex].[Hint: [tex] 12 \cdot \frac{r(r-1)}{2 \times 1} = \frac{(r+2)(r+1
