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A: ∫1-1∫0x2-1dy dxWe need to evaluate the above double integral.
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A: This is linear equation so we can use Lagrange auxiliary equation to solve this problem.
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A: Since you have asked multiple question, we will solve the first question for you as per our guide…
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A: Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question and…
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A: We Use here Euler's Modified Method to find the solution.
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A: y' = y-x , y(0) =2here h = 0.1f(x , y ) = y-xx0=0y0= 2y(0.1) = y(0) +16(k1+2k2+2k3+k4)k1 = (0.1)…
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Q: Q3-) The value of the point X = 0.4 was found as in the table shown below. Xo =0 X = 0.25 Po = 1 P =…
A: x0=0 P0=1 x1=0.25 P1=2 P0,1=2.6 x2=0.5 P2 P1,2 P0,1,2 x3=0.75 P3=8 P2,3=2.4…
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A: Since we only answer up to 3 subparts, we'll answer the first 3. Please resubmit the question and…
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A: Please see the below picture for detailed solution.
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A: Please have a good look at the diagram given in the question. We will need to that to answer the…
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A: To solve by using the bisection method.
Q: 0. For what values of a and b is ax + 2b, 8(x) x² + 3a – b, 0 2 tinuou s at eiery r'
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- The Digital Star Company makes two different models of computer tablets, which are assembled on two different assembly lines. Line 1 can assemble 30 units of the Star model and 40 units of the Prostar model per hour, and Line 2 can assemble 150 units of the Star model and 40 units of the Prostar model per hour. The company needs to produce at least 270 units of the Star model and 200units of the Prostar model to fill an order. (a) Write the inequalities that describe the production constraints on the number of each type of tablet needed to fill the order. (Let x be the number of hours that Line 1 is run, and let y be the number of hours that Line 2 is run.) production constraint, Star model production constraint, Prostar model x ≥ 0 production constraint, hours that Line 1 is run y ≥ 0 production constraint, hours that Line 2 is run (b) Graph the region determined by these constraint inequalities.An automobile company produces cars in Los Angeles and Detroit and has a warehouse in Atlanta.The company supplies cars to customers in Houston and Tampa. The costs of shipping a car betweenvarious points are listed in the table below, where a blank means that a shipment is not allowed. LosAngeles can produce up to 1100 cars, and Detroit can produce up to 2900 cars. Houston must receive2400 cars, and Tampa must receive 1500 cars. (Include your formulations to receive credit. Thinkcarefully about the transhipment locations.) (a) Determine how to minimize the cost of meeting demands in Houston and Tampa. (b) Modify the answer to part (a) if shipments between Los Angeles and Detroit are not allowed. (c) Modify the answer to part (a) if shipments between Houston and Tampa are allowed at a cost of$5 per car.I have submitted this answer and I’m not sure why it is counting it wrong. It is through Edfinity and it’s in graphing systems of linear inequalities in two variable.
- Two players, A and B, are playing an asymmetrical game. There are n points on the game board. Each turn player A targets a pair of points and player B says whether those two points are connected or unconnected. A can target each pair only once and the game ends when all pairs have been targeted. Player B wins iff a point is connected with all other points on the very last turn, while player A wins if any point is connected with all other points on any turn but the very last one OR if no point is connected to all other points after the last turn. For what values of n does either player have a winning strategy?How can I graph these linear enequalities on a solution set number line? 1) 8x-11 is less than equal to 3x-16 2) 4(x+1)+2 is greater than equal to 3x+6 3) 2x-11 is lee than -3(x+2) 4) 1-(x+3) is greater than equal to 4-2x 5) 1- x/2 is greater than 4 6) 3x is less than 3(x-2) 7) 8(x+1) is less than equal to 7(x+5) +xNoah and his children went into a grocery store and where they sell apples for $1 each and mangos for $2 each. Noah has $20 to spend and must buy at least 9 apples and mangos altogether. If Noah decided to buy 4 apples, determine the maximum number of mangos that he could buy. If there are no possible solutions, submit an empty answer. (System of inequalities)
- Provide an example to refute the statement below:A basic feasible solution of an LP can be represented as a convex combination of two other feasible solutions.A company is taking bids on four construction jobs. Their bids, in thousands of dollars, are given below. Job 1 Job 2 Job 3 Job 4 Contractor 1 50 46 42 40 Contractor 2 51 48 44 - Contractor 3 - 47 45 45 A dash indicates that the contractor did not bid on the given job. Contractor 1 can do only one job, but contractors 2 and 3 can each do up to 2 jobs. Determine the minimum cost assignment of contractors to jobs.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 costs
- The Intellectual Company produces a chemical solution used for cleaning carpets. This chemical is made from amixture of two other chemicals which contain cleaning agent X and cleaning agent Y. Their product must contain175 units of agent X and 150 units of agent Y and weigh at least 100 pounds. Chemical A costs ₱ 8 per pound,while chemical B costs ₱ 6 per pound. Chemical A contains one unit of agent X and three units of agent Y.Chemical B contains seven units of agent X and one unit of agent Y.a. Set up the following: i. Variablesii. Constraintsiii. Objective Functionb. Find the minimum costc. Determine the best combination of the ingredients to minimize the cost.2. The Guinevere Corporation is trying to establish a transportation system of small and large vans. It can spend nomore than ₱ 100,000 for both sizes of vehicles and no more than ₱ 500 per month for maintenance. The Corporation canpurchase a small van, which carries up to 7 passengers, for ₱ 10,000 and maintain it for ₱ 100…Create a problem and define the decision variables to meet the following LP formulation. A LP model is constructed for you, you will just write down a problem according to this LP formulation. Max Z= 2x1 + 3x2+ 5x3 subject to x1+ x2+ x3 ≥ 30 2x1 +3x2+ 4x3 ≤ 100 x1 - 2x2 ≤ 0 x1- x3 ≤ 50 x1, x2, x3 ≥ 0Flowering plant species can be subject to inbreeding, through self-fertilization. Some species have adaptations that help to avoid this inbreeding, through asymmetric flower structures. If the flower structures are “right-handed”, then a pollinator visiting the right-handed flower will get pollen on its left side, and thus, only be able to deposit the pollen on a left-handed flower that it visits later on. [Similarly, pollinator visits to left-handed plants will result in pollen deposits on right-handed plants.] You are interested in studying a particular plant species called Lupinus perennis, that demonstrates handedness, and you wish to know whether one type of handedness is more prevalent than the other (e.g., are left-handed plants more prevalent than right-handed plants?) You sample 30 L. perennis plants, and find that 20 plants are right-handed, and 10 plants are left-handed. Is one type of handedness more prevalent than the other? What is your null hypothesis? Report the…
