b) Starting with the flow given below, use the augmenting algorithm to find a maximal flow, and the corresponding minimal cut, in this network 13,5 D 5,5 14,0 A 10,5 12,0 11,5 C 10,5 b) Starting with the flow given below, use the augmenting algorithm to find a maximal flow, and the corresponding minimal cut, in this network 13,5 D 5,5 14,0 A 10,5 12,0 11,5 C 10,5
QUESTION 11 What is the maximal flow on this graph? 3 05
. Find a max flow in this network from s to t, and show the final flow value along each edge. Also indicate the vertex partition that forms a min cut, and show the edges that cross the min cut. Show max flow Show min cut s (570/47 bonu Desgn an algorithm whose input is a ist of n poes, run in Ofn)t
3. Consider the periodic signal x(t) = 0 otherwise (a) Plot r(t). (b) What is the period T of x(t)? (c) Find the CTFS coefficients ak for (t). 3. Consider the periodic signal x(t) = 0 otherwise (a) Plot r(t). (b) What is the period T of x(t)? (c) Find the CTFS coefficients ak for (t).
Out98 3 B Cos [3 t -3 B Cos [k t] + Ak Sin [3 t A Sin [k t -9+k2 3 (-9 k2) formulay[t] = yzeroinput [t] + yunforced [t] Step 4: Set In99 clear[formulay]; formulay [t_]= Simplify[yzeroinput [t] yunforced [t]] Ou100 -0.460481 Cos [3 t 3 B Cos [3 t 0.00158575 Sin [3 t] + 3 B Cos [k t + Ak Sin [3 t] (-9 k2) A Sin [k t -9+k2 How does this formula signal that...
Question 3 [10 points] Find a formula in terms of k for the entries of Ak, where A is the Hermitian matrix below A= Ak= -19382) (-3)*- * (3)+(3+21) ${3}K={{2}% (-3)*(+5–53– 4 (2) The correct answer is: Ak 16-12)+(36)-3)* 12+)+-3)*
(1 point) Find the maximal and minimal values for the function f(x) = x4 – 4x3 + 4x2 + 7 on the interval [–2, 3). The maximal value is The minimal value is (1 point) Find the maximal and minimal values for the function k(x) = (x2 – 4)3 – 1 on the interval (-1, 3). The maximal value is The minimal value is
Please answer both based on the graph 13. What is the displacement from t 3 s tot 6 s? 14. For what time interval(s) is the acceleration zero? positive? negative? a./ Use the graph below for questions 11 15. Velocity versus Time 10 3 123 456 78 9 10 Time (s)
find max flow and min cut from Source O to Sink T
1. Let u be the counting measure on P(N). Find a decreasing sequence of sets Ak such that -(4x) + lim y( s). AR) + lim (AK).