(Solved) : Given Quadratic Function See Page 2 Find Area Functional Curve X Axis X 1 X 10 See Page 2 Q37505314 . . .
Given: A quadratic function (see page 2) Find: The area between the functional curve and the x-axis from x=1 to x=10 (see page 2) Requirements a) As always, you need to submit your Final-B-VB code using a flash drive. b) You need to input all info using Console. Write& Console.ReadLine. (see page 3) c) You need to output all info. (see page 4) d) Calculate the integration by using subinterval 10, 50, 100 and output all results. (see page 4) c Comment what happens to the result compared to the exact solution (with value of 342) if the subinterval increases. (see page 4) In VisualBasic.Net! VB-Final: Integration -10 (x2+1) dx 342 y-f(x) x*2+1 x-10 Dim principle, interestRate, compoundPerYear As Single Console ask/saves user inputs… Console.Write(“Enter principle value in dollars:”) principle = Console.ReadLine() You need to input all info using Console.Write&Console.ReadLine You need to input all info using Console. Write & Console.ReadLine. Sample Solutions: Final-B-Final-B-Integration’UntegrationUntegration’ubin Debug Input the initial Input the final : 18 Input the nunber of the subinterval: 1 You need to output all info Ccc OUTPUT THE RESULTS The nunher of subintervals is: 18 The calculated value s 341.3925 Final-B-Final-B-IntegrationJntegrationJntegration binDebugUnteg Input the initialx 1 Input th final K 1 Input the nunber of the subinterval: 188 he exact value ist 342 wwwwwwOUTPUT THE RESULTSwweweo Desktop Final-B-Final-B-IntegrationUntegrationUntegrat Debugh The nunber of subintervals st 100 The ealeulated value st 341-9943 The exaet value 342 Inpuit the initialX 1 Input the final X Input the nunher of the subinterval: 58 OUTPUT THE RESULTSes t I ·bserve is that the calculated result approaches to he exaet value when the nunher of interval inereases bintervals iss 5e at ion ends pplie he ealeulated value ist 341.9756 Provide your comments. he exact value ist 342 Show transcribed image text
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Answer to Given Quadratic Function See Page 2 Find Area Functional Curve X Axis X 1 X 10 See Page 2 Q37505314 . . .
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