Here I solved all the sequences you can identify easily how is the pattern going. Instead if you have any doubt you can ask. Hope it helps.
Thank you
1. Find the next two numbers in each sequence. A) 3,1,2,-1,3,4, B) 16, 24, 36, 54,...
a with sequences Several terms of a sequence d i are given. Find the next two rerms of the se d ind a reo the index and the first term of the sequence) nce relation that generates the sequence (supply the Find a recurvence value of the index and the first term licit formula for the nth term of the sequence. Find an e 23. 24'8 16 25. -5.5, -5,5, ..H 27. (1.2,4,8, 16,.) 29. 11,3,9, 27,81,.. 31-40. Limits of...
7. Find the next two terms of each geometric sequence. a.-3.9. - 27. 81.... b. I. -1.1.-1.1. - 1.... 8. Find the first five terms of the geometric sequence for which ,- -2 and 3. 9. Find , for the geometric sequence 60, 30, 15.... 10. Write an equation for the nth term of the geometric sequence 4, 8, 16,... 11. The second term in a geometric sequence is -2 and the third term is-6. Find an equation for the...
find The Laplace Transform of ta sin (34) A.) (305²-54)/(32+9)3 B.) (185²-54)/(52+9)2 c.) (185²-54)/(s²+9)3 D) (305²-54) / (82 +9J² E.) (125²-54)/(3²+913 LC+2 e34) = find the Laplace transform Ali(5-3)3 2,25-32 B.)i|(5-3)?p.) 21(5-3)? Fidal (3-3) 1) X dy- yax=0 Linoer: X 4 y =o ou le =0 Seperebes Xdye ydx=d4= dy =oxy 24 =-, Not eg f(tx, ty) - ty - 1 Since equation is linar its not Renoulli * Classify the quation as homo exact Rorodhi X dy - y...
1. Continue the sequence (write the next two terms) and find a general formula for the n-th term if possible 11 3 1 5 3 7 5'3'10'2'9'5'11" 2.1=2. Are you surprised? I can prove it. See below, please. Proof (1) Let a=b (2) Multiply both sides by a: a'rab (3) Add to both sides: a +a=q'+ab (4) Simplify: 2a*=a +ab (5) Subtract 2ab from both sides: 2a-2ab=a+ab-2ab (6) Simplify: 2a-2ab=a'-ab (7) Factor: 2(a'-ab)=1(a -ab) (8) Divide both sides by (a-ab):...
18. Generate the next three terms of each geometric sequence defined below. (b) 4.-4.4 % and a = 16 (e) f(x) = f(n-1)-2 and S (1)=5 (a) 4 = -8 with 19. Given that 4-5 and a, = 15 are the first two terms of a geometric sequence, determine the values of 4, and a,,. Show the calculations that lead to your answers. 20. In a geometric sequence, it is known that 4 -- and a. -64. The value of...
number 12 please! In each of 11-16 suppose a sequence satisfies the given recurrence relation and initial conditions. Find an explicit formula for the sequence. 11. dx = 4dx-2, for each integer k 22 do = 1, d, = -1 12. ek = 9ek-2, for each integer k = 2 e0=0, es=2 13. r = 2rk-1 - k-2, for each integer k 2 2 ro = 1, rı = 4 14. Sk = - 45x-1 - 45k-2, for every integer...
digital control Task 1 Find the Z transform of the causal sequence {xx} where Xx = (-1)". 2 Find the Z transform of the causal sequence {xx} where Xx = 4k - 2ak. 3 Find the Z transform of the causal sequences: (a) {k - 3} (b) {3k+2} 4 Find the inverse Z transformation of z? (2-3) F(z) = (22 - 22 + 1)(z - 2)
MATLAB Notes: B) Find likelihood for each sequence 1-9 for each hypothesis. First hypothesis with the fair coin (theta value = 0.5): what is the probability that we can get each sequence, 1 through 9. Second hypothesis with weighted coin(don’t know theta value): what is likelihood of getting sequence 1 through 9. Using equation to find all possible hundred theta values. For each theta value we need to compute likelihood. Then we sum them up across all possible theta values....
1) The Grinch sneaks into a room with 6 Christmas presents to 6 different people. He proceeds to switch the name-labels on the presents. How many ways could he do this if: a) No present is allowed to end up with its original label? Explain what each term in your answer represents. b) Exactly 2 presents keep their original labels? Explain. c) Exactly 5 presents keep their original labels? Explain. 2) Write out the first 5 terms (starting with Qo)...
1·2 points Find the first six terms of the following recursively defined sequence: tk(k-1)tk-1 +2tk-2 for k 2 2 1.t1. 2. [3 points] Consider a sequence co, c, C2, . . . defined recursively ck = 3Q-1 + 1 for all k 2 1 and co 2. Use iteration to guess an explicit formula for the sequence 3. [3 points] Use mathematical induction to verify the correctness of the formula you obtained in Problem 2 4. [2 points] A certain...