Find the total weights using greedy algorithm

Q: 1.) 3 + 높+ 1! 2! + 6 3!

A: The solution is given as

Q: The collection {On}3, where On = (1/n, 1-1/n), is an open cover of the set A = [1/2,1). Find (a)…

A: We have to find a limn→+∞1-1n, b∪n=3+∞On, and c∩n=3+∞On

Q: 7. Write the proposition "I come to class whenever there is going to be a quiz" in the form "if p…

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Q: f(x)=x(40-x)/(20+9cos(x)) Let the function and the set V=[10,15,20,25,30]. Consider the set W of…

A: Given, The function f(x) = x(40-x)(20+9cos(x)) and the set V = [10,15,20,25,30]. The set W of pairs…

Q: 9. In order to have P1 million in a fund at the end of 15 years, how much must be deposited in the…

A: Solution

Q: 3. Draw a hyperbolic orbit with of a =1.0, eccentricity of at (x, y) = (-1,0). the semi major oxis…

A: Solution:   Equation of hyperbola is given by (x-h)^2/a^2 - (y-k)^2/b^2 = 1 focii is at (h ± ae, k)…

Q: Consider the following function. F(x) = e3x² a = 0, n = 3, 0≤x≤ 0.1 (a) Approximate f by a Taylor…

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Q: A line, passing through point (6, 3, 2) and is perpendicular to the yz-plane. Find a point on this…

A: part 1)  We have to find equation of line passing through point (6,3,2) and perpendicular to…

Q: 1. Let s, =2+j8 md -, = 4+j36. Show that a. -1+- = -+- 1 -1- -2 -1 -2 = -1-2 -1 : b. C d. =2 ||

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Q: (c) Consider the linear map : T:C[0,1] → C[0,1] given by Tf (t) = f(s) ds. Show that T is bounded.…

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Q: 1 . Let v = [] 2 ER³. Find an orthonormal basis for Span(v), the orthogonal complement of -2 the…

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Q: Suppose f(2) = If f(z)| ≤ 3|2ln(|z| anz is entire. + 1) for all z, prove that f is a polynomial.

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Q: 2. Let A = 24 02 (a) Determine the Jordan form J of A and the corresponding transformation matrix M.…

A: Note:- As per our guidelines, we can answer the first two parts as both the parts relates each other…

Q: Calculate (ri(t) r₂(t)] and [ri(t) x r₂(t)] first by differentiating the product directly and then…

A: In the three dimensional space, a vector A→ has three components, namely the x-component written as…

Q: Determine the Laplace Transform of the following functions. Show your detailed solutions. 7.…

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Q: (In spherical geometry) In what way does the length of the summit of a Saccheri Quadrilateral…

A: Given: Let us consider a Saccheri Quadrilateral with 2 equal sides which is perpendicular to the…

Q: 15r = and o is the surface (x − 3)² + y² + z² = 49 oriented ||r||³ FndS? If F(r): outwards, what is…

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Q: S L-²¹ {1²5²+7²7²} ; L and n

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Q: 17. Use the Divergence Theorem to find the outward flux across the boundary of the region D where F…

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Q: You have a credit card that has a balance of $3,589.90 and a credit limit of $5,000. If you have a…

A: Credit card balance = $ 3589.90 Credit limit = $ 5000

Q: 6. What is the probability that a bit string of length 5 contains exactly three 1's? (Note a bit…

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Q: Let x ∈ R ^n and r > 0. Is the set B(x, r) = {y ∈ R^ n : ||y − x|| ≤ r} a closed set in R ^n? Y/N

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Q: EXERCISE Show that T = { a+b√3 a,b € Z } is a subring of R

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Q: Show that the operators Ix=x 0x = 0 Tx (t)=n't & are Linear. 6

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Q: 3. Let What is (CA) U B? (a) {x € Z] x % 4 = 2} \ {10} (b) {x€N | x % 4 = 2} \ {10} (c) {x€N |…

A: Using the way in which the sets are defined we solve the problem. The typeset solution in latex is…

Q: Differential equations. Solve: Determine the family of curves that satisfy the property that at…

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Q: [17] For each of the following equations, find general solutions; ● solve the initial value problem…

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Q: B. A firm manufactures 2 product, A and B. Each product is processed by machines, M₁ and M2. Each…

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Q: Find the laplace transform of cos at using the formula £{f(t)} = et f (t) dt. Hencefind the laplace…

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Q: The water-supply manager for Kansas City needs to supply the city with at least 19 million gallons…

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Q: S Evaluate ¹- (s² + 100) (s − 7) } -

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Q: If sin A=- a) b) c) . R<A<³1. 13 sin (A+B) cos (A-B) cos 2B 24 25 , and cos B=- . 3л 2 -<B<2, find:

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Q: Let a = e and consider the set U₁8 = {1, a, a²,..., a¹7}. Give the elements of U18 (as powers of a)…

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Q: 5. Using the expressions of J₁/2(x) and J-1/2(x), express the following in terms of sinx, cos x and…

A: Bessels function. Values

Q: Let a, v> 0. Identify an appropriate closed curve in C in the upper half plane to evaluate ["log.…

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Q: 8. A house and lot are worth P4.3 million in cash. A buyer pays a 40% down payment and agrees to pay…

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Q: Caitlyn skis along a circular ski trail with a radius 1.4 km long. Caitlyn starts at the 3-o'clock…

A: we have  d=1.4θ implies, θ=d1.4

Q: (D4-1)y=0

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Q: Let V be a complex vector space and f a form on V such

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Q: Q6' a. Show that if a, b, c, d = Z with a +b√2 = c+d√2, then a = c and b=d. You may use, without…

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Q: Let the set H be the union of the line segments from (1, 1) to (1,3), from (1, 2) to (2, 2), and…

A: Given that H be the union of the line segments from A1,1 to B1,3,from C1,2 to D2,2, and from D2,2 to…

Q: COMPLEX ANALYSIS Please answer all questions Let g(z) = 22³. (a) Use the Cauchy-Riemann equations to…

A: Analytic functions and CR- Equations

Q: Hom worke: Consider the ring (Z [√3], +,.), Let A={ a+b√3:a, be Z₂} Is A subring of Z[√3]?

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Q: 25 What is of 350? 72 4 What is - of 215? 9 1 What is = of 129? 3

A: 1. 2572 of 350 is  2572×350 = 437536 Which is the required answer. 2. 49 of 215 is 49×215 = 8609…

Q: Use the intermediate value theorem to prove that any polynomial function of odd degree with real…

A: We have to prove that  any polynomial of odd degree with real coefficient has at least one real…

Q: TL (s+ π)²· 2 L-¹ {

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Q: The corners for a fence are located at A (11,3), B (3,-11), C (-13,-9), and D (-5,9). What is the…

A: Any point on the cartesian coordinate system is represented by the ordered pair: x,y. Start from the…

Q: 4c) Given the following 2₁= Beis (-30°) and 22= Scis 60 sur Gols Z3 = 2√3 - 21. Find 2,² x 72

A: Given  z1=3cis-30°z2=5cis60°z3=23-2i We will find z12×z2

Q: Advanced Math dy/dx=sin(x)+1 using euler method h=0.01 y(0)=1 y(1)=?

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Q: Let h: RR be integrable on every bounded interval and h(x + y)=h(x) +h(y) for any r, y ER Show that…

A: As per the question we have a integrable function h : R ➞ R such that : h(x+y) = h(x) + h(y)  for…