x3 dx x6+15x++75x²+125

Q: Integral 1/x(x^2 + 4)^2 dx. Use partial fractions

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Q: Solve each problem with complete and neat solution dy 1. dx +y = e2x 2. (x + 3y)dx – xdy = 0

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Q: Find a particular solution to -18.5e-21 y" +4y +4y = t2 + 1 Yp =…

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Q: Temperature between fluids in a heat exchanger used to heat a medium Based on the difference (X) (X>…

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Q: Phase line Find the critical points (equilibria) a) dx/dt=-2x^2-4x-2 b) dx/dt=-2x-14

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Q: [(5x-12)dx]/[(x^3)-(6x^2)+(8x)]

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Q: Metodo de coeficientes indeterminados 3y´´-2y´-y=x^2+3x-6     y(0)=0    y´(0)=0

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Q: A model for the yield Y of an agricultural crop as a function of the nitrogen level N and…

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Q: indeterminate coefficient method x^2y´´+2xy´-2y=x^2      y(1)=0      y´(1)=1/2

A: We have to find the solution for the differential equation…

Q: By fixed-Point Iteration, evaluate f(x)=x² –x-e* starting at x1

A: Given , f(x)=x2-x-e-x  To find  :  To evaluate the function, f(x)=x2-x-e-x  using fixed point…

Q: Integrating factor method dy/dx -2y/x = 3x^2

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Q: Which component is missing from the biologist's process? A biologist wonders if the life span of…

A: Assignment: Things Biologist  done correctly Used proper labelling of peices of paper Sufficient…

Q: 1. Suppose that a producer has the following production function: Where Q is output, and L and K are…

A: Given - Suppose that a producer has the following production function: Q = K13L16 Where Q is output,…

Q: 2x5y' = y(3x*+y²)

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Q: Average Cost Jester Sports manufactures tennis rackets. The total cost of producing a rackets per…

A: So the average cost per racket change is $ -2.40 per rocket.Explanation:

Q: cost per die= cost per wafer/(dies per wafer * yield) Where yield = 80% for a TSMC 5nm wafer. Die…

A: Given:Cost per die=cost per wafer/(die per wafer *yield)where yield =80% for a TSMC 5nm wafer. die…

Q: Ssin^4ocos^30do; 0 < ¢ < Ti/2

A: As per bartleby guidelines, for more than one question only 1st one is to be answered. Please upload…

Q: Marginal Révenue The demand function for a certain boat company's 34 ft Sundancer yacht is p = 900 –…

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Q: Using MOSA method, what is the polynomial y1 for y'=x+y^2, if y(0)=2? (0.5t^2)+4t+2 t^2+4t-2…

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Q: Find a general solution to the DE (D^2 + D – 6) y = 5e^2t by using the Reduction of order

A: If you have any doubts in the solution please ask me  in comments i will reply you as soon as…

Q: In s-2 s² (s+z) ) Find I

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Q: Prove that the function f(x,y)=(x^(2)+y^(2))/(x-y) is homogeneous. Calculate the degree of the…

A: The given function fx, y=x2+y2x-y. To prove the function is homogeneous and find its degree of…

Q: ntegration of X³ – X + 0797746939 .dx

A: Here we have to solve I=∫∞5x3-x+0797746939dx

Q: r=√{(e^{-y}xcos(x)-e^{-y}ysin(x))^2+(e^{-y}xsin(x)+e^{-y}ycos(x))^2} find r.

A: Given information: r=e-yxcosx-e-yysinx2+e-yxsinx+e-yycosx2   Formula used:…

Q: An oil spill is the shape of a thin cylinder which is constantly 2 cm thick and is expanding. The…

A: Let r and h, in cm be the radius and height of cylinder at any time t . Let V cm^3 be the volume of…

Q: Integral practice Tom's dog Max runs across the yard along the path y = 5. If the temperature of…

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Riemann Sum

Riemann Sums is a special type of approximation of the area under a curve by dividing it into multiple simple shapes like rectangles or trapezoids and is used in integrals when finite sums are involved. Figuring out the area of a curve is complex hence this method makes it simple. Usually, we take the help of different integration methods for this purpose. This is one of the major parts of integral calculus. 

Riemann Integral

Bernhard Riemann's integral was the first systematic description of the integral of a function on an interval in the branch of mathematics known as real analysis.