/w/ is: A. an approximant B. a stop C. an affricate
Answer:
The correct answer is A.
/w/ is an approximant. Approximant creates the sound of a fast vowel.
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Show that L = {w ∈ {a, b, c}∗ | |w|a = |w|b = |w|c} is not context-free by using the closure properties of the context-free languages. Note: make sure to use the closure properties of the context-free languages.
Question D
C. In Regular Bus City, there is a shuttle bus that goes between Stop A and Stop B, with no stops in between. The bus is perfectly punctual and arrives at Stop A at precise five minute intervals (6:00, 6:05, 6:10, 6:15, etc.) day and night, at which point it immediately picks up all passengers waiting. Citizens of Regular Bus City arrive at Stop A at Poisson random times, with an average of 5 passengers arriving every minute,...
What type of filter is the circuit? a) Low Pass b) High pass c) Band stop d) Band pass What type of filter is the circuit? a) Low pass b) high pass c) band stop d) band pass I + What type of filter is the circuit? a) Band Pass b) Low pass c) Band stop d) High pass
A rock hits the ground w/a speed of 8m/s and comes to a stop embedded in the ground 0.055seconds later. How deep is the hole made by the rock? (Not a free-fall problem).
Z- A+B+C+D Z:x component Z: y component W=A-B-C+D W :x component W: y component in the dagram tothe let Vecor A has a magnitude of 5.8 units and makes an angle of 31 degrees with respect to the positive x axis. Vector B has a magnitude of S units and makes an angle of 53.1 degrees with respect to the negative x axis. 53 319 What are the components of the resultant of: A+B
estion 37 31 Status conds. 367 33 34 100 w 135 Vi 35 R-10 This band-stop filter has a center frequency fo At this frequency, what is Voit Vis 10V? 10 11 32 19 L-Imt C=0.05 30 0.9 V 100V 1940 BUF 10V OV Moving to another question will save this response. w DI! 3 $ s 4 5 D R 36 6 T חד 7 C Y G WA 8 U V H 9 . B J
2. Let w = –2V3 – 2i. Evaluate the following: a. [w] b. arg (w) c. Arg (w) d. Write w in polar form. e. Find w3 in polar form. f. Convert w3 to Cartesian coordinates.
Prove that the following language is not regular: L = { w | w ∈ {a,b,c,d,e}* and w = wr}. So L is a palindrome made up of the letters a, b, c, d, and e.
6. Let W be the set of all vectors of the form W {(a,b,c): a – 2b + 4z = 0} Is W a subspace of the vector space V = R3?
Caculate w=2U+V, |U|,|V| and |W| A= <1,-3,7> and B=<-5,2,-3> Find C sp A+B+C=0