=19*380 + 20*9^2
= 8840
19*390 + 20*4^2
= 7730
19*350 + 20*9^2
= 8270
19*400 + 20*8^2
= 8880
hence
= 8840 + 7730+ 8270 + 8880
= 33720
how do you solve for ex^2 Tactor 20 T 180 SS 35C n= 26 Zx2- Non cuntact SSこ350 Tactor 20 T 180 SS 35C n= 26 Zx2- Non cuntact SSこ350
180 + 20 % + 2600 x= f(t) $60) = 3 X0 = 20 How - do you get the closed form solution to this equation?
En how on how you solve it. II. Provide t Figure 1 180 P=- 2 Qd +160 P=2Qs +20 TII 20 30 40 50 10 60 Dewand 80 90 70 Q Iculate consumer surplus. 15 point) 1225 floor of $100 in this market, then by how much consumer surplus 1225 900-31 1. At the equilibrium price, calculate consumer sur 2. If the government imposes a price floor of $100 in this m will decrease? (5 point] 3. If the government...
Solve exactly using the iteration method the following
recurrence T(n) = 2T(n/2) + 6n, with T(8) = 12. You may assume that
n is a power of two.
Please explain your answer.
(a) (20 points) Solve exactly using the iteration method the following recurrence T(n) - 2T(n/2) + 6n, with T(8)-12. You may assume that n is a power of two.
How do you solve these Simple Higher Order Differential
Equations? The answer is shown for each.
2.99 xy" = y' (In y' - Inx) c*+1(x-4) +C3 x + C> y=ex’+c Ay= 2.100 3yy'y" – y'} +1=0 AN 3(6y + 1)2/3 – 26 * = C2; y=x
T(n)=2∙T(n/2)+8n+10√n lgn. Use the master method to solve T(n). You need to specify a,b,log_ba, and decide the case. You also need to write the derived conclusion
Can you please explain to me how to do this question?
H&T 180 Heat capacity and specific heat Exercise 4.3 A piece of iron at 300°C with heat ca ty 50 cal/Co is placed in a tank of oil at 20°C with heat capacity 200 ca/C. Find the final temperature by imagining that heat is transferred from the iron to the oil until equilibrium is You may imagine sending heat in any amounts you want; you do not have to...
You are given an algorithm that uses T(n) a n2b.3" basic operations to solve a problem of size n, where a and b are some real non-negative constants. Suppose that your machine can perform 400,000,000 basic operations per second (a) If a = b = 1, how long does it take for your algorithm to solve problems of size n = 10, 20, 50. For each size of n, include the time in seconds and also using a more appropriate...
How do you solve for the temperature of air using the following
equation?
v=345m/s
(331")N 273K v= (331 T S
How do you solve this? The answer is 70m but I cannot solve it
right.
18. The figure shows velocity versus time for a runner. How far does the runner travel in 25 s A) 10 m B) 20 m C) 30 m D) 60 m 70 m 5 10 15 20 25 Time, t (0)
2. In this question you will find the non-zero separable solutions elar,t-M(r)N(G) of the Klein Gonlon equation 01 -03 subject to the boundary conditions e(0, t) = ψ(r, t) = 0. 3 points)(a) Show that the problem is equivalent to finding the possible non-zero solutions of M(1-A)M( N"(t)-AN(t) where λ is the separation constant to be determined. (2 points) (b) Let Л -1. Show that if A-: 0 then M(z)-0 is the only solution. {c) Show that if Λ =-k,...