Using the graph of the feasible r 73. (100, 40) 74. (100, 50) 75. (300, 150) 76. (410, 40)
Q: FIND THE A BAR, ADHERENT POINTS OF A, CLUSTER POINT OF A, INT(A), EXT(A), FR(A), DENSE OR NOT?
A: Given: -∞ , 5∪7,∞ in Eu1. To Find : i) A ii) Adherent point iii) Cluster point iv) Interior…
Q: Let (A,*) be a semigroup. For every a and b in A, if a + b, then abb* a. Show that, For every t in…
A:
Q: j LIT of the initial 2x dy dx value p = y + 2x cos(x); y(1) = 0
A: Solution to the differential equation
Q: Suppose P is the invertible and A = PBP^-1. Solve for B in terms of A.
A: Do an algebraic manipulation of matries by multipliation.
Q: D. Solve the Bernoulli's DE: 4y³(x²+4) di + 4xy¹ (²+4)²
A:
Q: Graph the constraints for this problem. Use dots to indicate all feasible integer solutions. (b)…
A: From the given system of equation we have to draw the graph of the constraints, solve the LP…
Q: At the age of 32, to save for retirement, you decide to deposit $70 at the end of each month in an…
A: Formula Used- A = P1 + rnnt - 1rn where A is the Future value P is the Deposit value at the end of…
Q: Consider the functions f: Rx RR and g: R→ RX R given by f(x,y) = x -y andg(x) = (x,x²) Find the…
A: Given function are f:R×R→R and g:R→R×R defined by fx,y=x−y and gx=x,x2. We have to find the formula…
Q: 1 16 - 11 17 42
A:
Q: Secant method: 1. Compute the root of the equation ²e-3 = 1 in the interval [0, 2] using secant…
A: We are authorized to answer one question at a time, since you have not mentioned which question you…
Q: At the time of her grandson's birth, a grandmother deposits $11,000 in an account that pays 9.5%…
A:
Q: Problem List Next xo = 17, revenue(16) = 42, revenue (17) = 31, revenue(18) = 23, and x₁ = Give the…
A: Given: x0=17, revenue(16)=42, revenue(17)=31, revenue(18)=23, and x1=7. (a) To Write: The formula of…
Q: If you want to have a million dollars 40 years from today, how much should you invest in your…
A:
Q: The price of a condominium is $146,000. The bank requires a 5% down payment and one point at the…
A:
Q: If f(x) is a polynomial function satisfying sox-s()-500+ s() = f(x) + f(-) and ƒ(4) = 65, then find…
A:
Q: Diagonalize the following matrix: 1 7 - 1 13 5 -5 -7 - 1 7 not diagonalizable 6 0 0 -9 0 0 - 12 90 0…
A:
Q: Hart Manufacturing makes three products. Each product requires manufacturing operations in three…
A: Note: According to our guidelines, we can answer only three subparts and the rest can be reposted.…
Q: x4 - 4y² lim (x,y) (0,0) x³ + 2xy + x² + 2y 2
A: Limit of the function
Q: Find an example of a field F and elements a and b from someextension field such that F(a, b) ≠ F(a),…
A: We have to find an example of a field F and elements a and b from some extension field such that ;…
Q: Find S1 through S5 and then use the pattern to make a conjecture about Sn. Prove the conjectured…
A: Given that, Sn: 14+112+124+.....+12nn+1 We have to find the values of S1,S2,S3,S4,S5 and the value…
Q: usually 30. ANALYZING RELATIONSHIPS The painted line segments that form the path of a crosswalk are…
A:
Q: 1. Determine if the following two graphs are isormorphic. If they are give a vertex correspondence.…
A: To determine given graphs are isomorphic or not
Q: Problem 7 A 200-vold electromotive force is applied to an RC-series circuit in which the resistance…
A:
Q: Q=ht, he-h 2- = (10 و 1-(210
A: We have to solve the following initial value problem: y''-2y'+y=0, y(0)=1,…
Q: (1) Derive composite Trapezoidal rule and associate error. Use it to evaluate (i) f 1 1+x² dx with…
A:
Q: C = {4x + 1] x € Z+}, D = {c + d]c € C, d € C}, E = C × D Is C a subset of D or E? Explain a…
A:
Q: Suppose that S is the portion of the surface {z = 5 – x² - y²} confined to the region , y, 3x). {0 ≤…
A:
Q: (4) (a) Derive the solution MPO P(t) = Po+(M-Po)ek Mt of the extinction-explosion initial value…
A: Given Data: a To derive the equation Pt=MP0P0+M-P0ekMtb0<P0<M or P0>M
Q: In which scatter plot is r=0.3? (A) (D) (B) (E) The graph() shows a scatter plot with a correlation…
A: The correlation coefficient of r=0.3 represents a weak positive correlation. The correlation goes…
Q: Let f: S¹→ S¹ be a continuous function. Proof or disprove the following statements : a) f has a…
A: Given that the function f : S1 → S1 be a continuous function where S1 = x,y∈ℝ2 : x2 + y2 =1 We…
Q: 2.1 Exercises In Exercises 1 and 2, compute each matrix sum or product if it defined. If an…
A: Since you have posted a question with multiple sub-parts, we will solve first three sub parts for…
Q: The amount of a certain radioactive material (in grams) in a storage facility at time t is given by…
A:
Q: Scientific Research Corporation has offices in Boston and Chicago. The number of employees at each…
A: There are 22 vice presidents that need to be apportioned between the offices. The given data is as…
Q: Let f be a real function, defined everywhere on R. Prove that if lim f(x) = L, then also lim f(-x) =…
A: To Prove: If limx→2-fx=L then limx→-2+f-x=L.
Q: Suppose the second column of B is all zeros. What can you say about the second column of AB?
A: If the second column of B is all Zeros, then the second column of AB will also be all Zeros.
Q: Let P(x) denote the statement that log(x3) s 8 (where x is an integer). Determine whether the…
A:
Q: 23-—----4- Question 1 A What is $6400, increased by? Round to the nearest dollar.
A:
Q: Question 7 Graph: y ≥ -X -5 -4 -3 -2 -1 Clear All Draw: 1 5+ Submit Question + 3 2 1 1 -2 -3 -4 -5+…
A: A linear inequality is an inequality which involves a linear function. Linear inequalities are the…
Q: What are the smallest one-sided Lipschitz constants and the smallest Lipschitz constants you can…
A: Given function are fx,y=−y, gx,y=1 and hx,y=y. We have to find the smallest one-sided Lipschitz…
Q: dy 1 dx √1-x² ; y(0) = 0 dy=x√√x² +9; y(-4) = 0 dx dy dx = = re-* ; y(0) =1
A:
Q: Find the particular solution to the equation y'' +9y sec(3x) = You may omit absolute value signs.…
A: The given differential equation is: y''+9y=sec3x It is of the…
Q: T(x1,x2) = (6x1 - 8x2, -5x1 + 7x2) Show that T is invertible and find a formulafor T^-1
A:
Q: The ratio Fib(n+1) Fib n as n gets larger is said to approach the Golden Ratio, which is Fib n…
A: Disclaimer: Since you have asked multiple questions, we will solve the first question for you. If…
Q: Find the first order derivative using backward, forward and central. f(x) = e^x - cos(x) given, xi…
A: The definition of forward backward and central is given below
Q: 1. In any topology T, the following statements are true except A. Finite union of members of T is…
A:
Q: Determine the root of the function ln (x2) = 0.7 a. Analytical solution of 3 decimal-point…
A:
Q: QUESTION 2 Show using a truth table that (p (p vq))→ p is a tautology. р T T F F q T F T F קר pvg РА…
A:
Q: Applications of "squeeze lemma" (i) Prove that if p > 0 then limn→∞ NP (ii) Let z € C, and suppose…
A: Prove that : i) If p>0 then limn→∞1np=0 and limn→∞p1/n=1. ii) For z∈ℂ and z<1 ,then limn→∞zn=0
Q: Suppose that you borrow $14,000 for three years at 5% toward the purchase of a car. Use PMT=- find…
A:
Q: Pythagorus' Theorum Using conventional labelling practices, identify the three sides in this…
A: Pythagoras theorem: The Pythagoras theorem states that the square of the length of the hypotenuse…
Step by step
Solved in 2 steps
- The Metropolitan Bus Company (MBC) purchases diesel fuel from American Petroleum Supply. In addition to the fuel cost, American Petroleum Supply charges MBC $200 per order to cover the expenses of delivering and transferring the fuel to MBC's storage tanks. The lead time for a new shipment from American Petroleum is 10 days; the cost of holding a gallon of fuel in the storage tanks is $0.01 per month, or $0.12 per year; and annual fuel usage is 120,000 gallons. MBC buses operate 300 days a year. What is the optimal order quantity for MBC? Q* = fill in the blank 1 How frequently should MBC order to replenish the gasoline supply? fill in the blank 2 orders per year The MBC storage tanks have a capacity of 15,000 gallons. Should MBC consider expending the capacity of its storage tanks? Metropolitan Bus Company __needs to expand or does not need to expand___ the capacity of its storage tanks. What is the reorder point? r = fill in the blank 4 gallonsCan I have help with a please what’s the optimal value and axis of symmetry?A political candidate wants to use a combination of radio and TV advertisements in her campaign. Research has shown that each 1-minute spot on TV reaches 0.9 million people and that each 1-minute spot on radio reaches 0.8 million. The candidate believes she must reach 72 million people, and she must buy at least 65 minutes of advertisements. How many minutes of each medium should be used if TV costs $800 per minute, radio costs $200 per minute, and the candidate wishes to minimize costs? TV min radio min
- The officers of a high school senior class are planning to rent buses and vans for a class trip. Each bus can transport 56 students, requires 7 chaperones, and costs $1,200 to rent. Each van can transport 7 students, requires 1 chaperone, and costs $110 to rent. Since there are 616 students in the senior class that may be eligible to go on the trip, the officers must plan to accommodate at least 616 students. Since only 84 parents rent in order to minimize the transportation costs? What are the minimal transportation costs? The officers should rent—— buses and—— vans to minimize the transportation costsA pharmaceutical firm wishes to allocate Php50,000 towards advertising in newspapers and magazines. The intention of the firm is to maximize the exposure of its advertisements. Each page of the leading newspapers costs Php500 and each page of the magazine costs Php1,000. It is guaranteed that each page of the magazine will reach an audience of 250,000, while 50,000 persons will read each page of the newspaper advertisement. Furthermore, it is specified that at least one page of the magazine and newspaper will be allocated for the firm's advertisement. Find the number of pages of magazine advertisement that will maximize exposure and still remain within the Php50,000 budget. Solve using graphical method. Newspaper Magazine Limitations 1 1 1. 500 1000 50,000 50,000 250,000A candidate wishes to use a combination of radio and television advertisements in her campaign. Research has shown that each 1-minute spot on television reaches 0.09 million people and that each 1-minute spot on radio reaches 0.006 million. The candidate feels she must reach at least 2.16 million people, and she must buy a total of at least 80 minutes of advertisements. How many minutes of each medium should be used to minimize costs if television costs $600/minute and radio costs $100/minute? radio min television min
- The Metropolitan Bus Company (MBC) purchases diesel fuel from American Petroleum Supply. In addition to the fuel cost, American Petroleum Supply charges MBC $300 per order to cover the expenses of delivering and transferring the fuel to MBC’s storage tanks. The lead time for a new shipment from American Petroleum is 7 days; the cost of holding a gallon of fuel in the storage tanks is $0.04 per month or $0.48 per year. The annual fuel usage is 250,000 gallons. MBC buses operate 300 days a year.What is the optimal order quantity for MBC?(Is it 12,500 gallons?)How frequently should MBC place an order to replenish the gasoline supply?(Is it 25 days?)What is the reorder point? (5,000 gallons?)The supervisor at the Precision Machine Shop wants to determine the staffing policy that minimizes total operating costs. The average arrival rate at the tool crib, where tools are dispensed to the workers, is eight machinists per hour. Each machinist’s pay is $25 per hour. The supervisor can staff the crib either with a junior attendant who is paid $13 per hour and can process 12 arrivals per hour or with a senior attendant who is paid $16 per hour and can process 16 arrivals per hour. Which attendant should be selected, and what would be the total estimated hourly cost?A candidate wishes to use a combination of radio and television advertisement in his campaign. Research has shown that each one-minute spot on television reaches 0.09 million people and each one minute spot on radio reaches 0.006 million people. The candidate feels that he must reach at least 2.16 million people and he must buy a total of at least 80 minutes of advertisement .How many minutes of each medium should be used to minimize the cost , if television cost (in dollars) $ 500 per minute and radio cost (in dollars) #$ 100 per minute. Formulate linear programming model for the above problem. Solve the model graphically.
- Farmer Brown wants to upgrade the fencing around his rectanger pasture. He would like to put a stone fence along one(1) side and a wooden fence along the other three (3) sides. The cost of the stone fence is $100 per linear foot, and the cost of the wooden fence is $20 per linear foot. a. If the pasture must have an area of 7,500 square feet, what are the dimensions of the field which will minimize the cost of the fencing? What will the cost of the fencing be at the dimensions that you found?A certain company′s Mixed Cereal for Baby contains, in each serving, 80 calories and 10 grams of carbohydrates. The same company's Mango Tropical Fruit Dessert contains, in each serving, 40 calories and 7 grams of carbohydrates. You want to provide your child with at least 240 calories and at least 34 grams of carbohydrates. Draw the feasible region that shows the number of servings of cereal and number of servings of dessert that you can give your child. (Place the Mixed Cereal for Baby on the x-axis and the Mango Tropical Fruit Dessert on the y-axis.) Find the corner points of the region. (Order your answers from smallest to largest x, then from smallest to largest y. If an answer does not exist, enter DNE.) (x, y) = (x, y) = (x, y) =Jenny Company produces two types of pants: long pants and short pants. The cost of making a pair of short pants and a pair of long pants are RM 75 and RM 95 respectively.In one week, the company must produce at least 150 pants of each type. The minimum weekly production is 500 pants. The short pants is sold for RM 120 each and the long pants for RM 150 each. Using the graphical method, find:a) The number of short pants and long pants to be made in a week in order to minimize the total production cost.b) The profit made at the minimum weekly production cost.