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What are the asymptotes of 25x2 + 250x - 36y2 - 576y = 2579Solut.pdf

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What are the assumptions needed to reduce the continuity equation DM/Dt = partialderivative/partialderivative integral_cv rho d for all + integral_cs rho V vector middot n cap d A to V_1 A_1 = V_2 A_2? Solution Flow is steady(velocity at each point is constant with time) Fluid is incompressible (density is constant) Flow is irrotational (no turbulence) Flow is non viscous.

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What are the asymptotes of 25x2 + 250x - 36y2 - 576y = 2579 Solution given equation can be written as 25(X+5)^2 - 625 - 36(Y+8)^2 +2304 = 2579 (X+5)^2 / 36 - (Y+8)^2 / 25 = 1 it is a hyperbola equation The center of the hyperbola is (5 , -8). The x term is positive, indicating a horizontal hyperbola. The transverse axis is y = -8

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What are the asymptotes of 25x2 + 250x - 36y2 - 576y = 2579Solut.pdf

  • 1. What are the asymptotes of 25x2 + 250x - 36y2 - 576y = 2579 Solution given equation can be written as 25(X+5)^2 - 625 - 36(Y+8)^2 +2304 = 2579 (X+5)^2 / 36 - (Y+8)^2 / 25 = 1 it is a hyperbola equation The center of the hyperbola is (5 , -8). The x term is positive, indicating a horizontal hyperbola. The transverse axis is y = -8