Select the most appropriate answer.O Bemoulli eg was derived by applying Newton's 2nd law to a particle and then integrating along a streamline: while Energy eg was derived usingthe 1st law of thermodynamics & consequently the Reynolds transoort theorem.Energy eg includes both mechanical.and thermal eneray, while Bernouli eg involves only.mechanical eneray.Bernoulli eg is applied by selecting two.points (can be anywhere) on a streamline (irrotational flow) and then equating terms at those points, whileEnergy eg is applied by selecting an inlet & on outlet sections and then equating terms at those sections.Energy eg applies to steady. incompressible. viscous flow with additional energies through the pumR. turbine, and heat engines: while Bemoulli egapplies to steady. incompressible, and inviscid flow (h = 0, a = 1).Under special circumstances, Bernoulli eg converts into Energy eg if pump or turbine added along the streamlineBernouli eg was derived by applying Newtan's 2nd law to a particle and then integrating along a streamine, while Energy eq was derived usingthe 1stlaw of thermodynamics & consequently the Reynolds transoort theoremEnergy eg includes only mechanical energy, while Bemoulli eg involves bath meshanical and thermal energy.Bemoulli eg is applied by selecting twoRoints (can be anywhere) on a streamline (irrotational flow) and then equating terms at those points,; whileEnergy og is applied by selecting an inlet & an outlet sections and then equating terms at those sections.Energy eg applies to steady, incompressible. viscous flow with additional energies through the pumR. turbine, and heat engines: while Bemoulli egapplies to steady, incompressible, and inviscid fow (h = 0, a = 1).Under special circumstances energy.eg.converts into Bemouli eg if flow is inviscid (hL = 0, a = 1) and no pump or turbine along streamline(h = hị= 0) exist.Bernoulli eq was derived by applying Newton's 2nd law to a particle and then integrating slong a streamline: while Energy eq was derived usingthe 1st law of themmodynamics & consequently the Reynolds transport theorem.Energy eg includes both mechanical and themal energy, while Bernoulli eg involves only.mechanical energy.Bernoulli eg is applied by selecting twO. points (can be anywhere) on a streamline (irrotational flow) and then equating terms at those points; whileEnergy eg is applied by selecting an inlet & an outiat sections and then equating terms at those sections.Energy eq applies to steady, incompressible, viscous flow with additional energies through the pump, turbine and heat engines while Bernoulli egapplies to steady, incompressible, and inviscid flow (h = 0, a = 1).Under special circumstances energy eg.converts into Bernoulli eg if flow is inviscid (h = 0, a = 1) and no pump or turbine along streamline (hg = he= 0) exist.O Bernoulli eg was derived by applying Nawton's 2nd law to a particle and then integrating along.a streamline: while Energy eg was derived usingthe 1st law of thermodynamics & consequently the Reynolds transRort thearemEnergy eg includes both.mechanical.and thermal energy, while Bernaulli eg involves only.mechanical.energyBernoulli eg is applied by selecting an inlet & an outlet sections and then equating terms at those sections, while Energy eg is applied byselecting two points (can be anywhere) on a streamline (irrotational flow) and then equating terms at those points.Energy eg applies to steady. incompressible, viscous flow with additional energies through the pump. turbine and heat engines: while Bernouli egapplies to steady, incompressible, and inviscid flow (h = 0, a = 1).Under special circumstances energy eg.converts into Bernoulli ag if flow is inviscid (h = 0, a= 1) and no pump or turbine along streamline(h = h = 0) exist.

Concept- Bernoulli Equation- This is a conservation of energy equation for the fluids. It is valid…

Select the most appropriate answer O Bemoulli eg was derived by applying Newton's 2nd law to a particle and then integrating alono.a streamine: while Energy eg was derived using the istlaw of thermodynamics & consequently the Revnolds transoort theorem. Energy eg includes both.mechanical.and thermal.eneray, while Bemouli eg involves anly.mechanicaleneray. Benouli eg is applied by selecting two.Roints (can be anywhere) on a streamline (irrotational flow) and then equating terms at those points, while Energy eg is applied by selecting anintet.&.on outlet sections and then equating terms ot those sections. Energy eg epplies to steady. incompeassible. viscous flow with additional energies through the RumR. turbine, and haat engines; while Bermouli eg epplies to steady. incompressible, end nviscid fow (h 0, a 1). Under special circumstances, Bernoulli og .converts into Energy.cg if pump or turbine added along the streamline O Bernouli eg was derived by applying Newtan's 2nd law to a particle and then integrating along.a.streamlne, while Energy eg was derived using the 1stlaw.of.thermodynamics & consequently the Reynolds transoort theorem Energy eg includes only.mechanical energy, while Bermoulli eg involves bath mechanical and. themal eneray. Bemouli eg is applied by selecting taa.paints (can be anywhere) on a streamline (irrtational flow) and then equating terms at those points; while Energy og is applied by selecting aninlet & an outlet sections and then equating terms at those sections Energy eg applies to steady, incompressible. viscous flow with additional energies through the RumR.turbine. and heat.engines: while Bemoulli eq applies to steady, incompressible, and invisCd now ( 0, a 1). Under special circumstances enargy.ag.coneerta into Bernoull.eg ir flow is inviscid (h =0, a= 1) and no pump or turbine along streamiline (h, h 0) exist O Bernoulli eq was derived by applying Newton's 2nd law to a particle and then integrating alon0.a streamline, while Energy eq was derived using the 1st law of themodynamics & consequently the Reynolds transport theorem Energy eg includes both mechanical.and thermalenergy, while Bernoull eg involves only.machanical.energy Bornouli eg is applied by selecting.two.points (cen be anywhero) on a streamline (irrotational flow) and then equating terms at those points; while Energy og is epplied by solecting aninlet& an outiet sections and then equating terms at those sections. Energy eg applies to steady, incompressible, viscous fow with addilional energies through the pump. tutbine. and heatengines, while Bernouli eg applies to steady, incompressible, and inviscid flow (h, 0, a= 1) Under special circumstances energy.eg.convarts into Dernoul.ag ir Mow is inviscid (h 0, a = 1) and no pump or turbine along streamine (hy " he 0) exist. O Bernouli eg was derived by applying Newton's 2nd law to a particle and then integrating alon0.a.streamline: while Energy eg was derived using the 1stlaw of themodynamics & consequently the Reynolds transport theorem Energy og includes both.mechanical.and.thermal.energy, while Bernoulli eg involves only.mechanical.energy Bernoulli eg is applied by selecting aninlet & an outlet sections and then equating terms at those sections, while Energy eg is applied by selecting two.points (can be anywhere) on a streamline (irrotational flow) and then equating terms at those points. Energy eg applies to steady. incompressible, viscous flow with additional energies through the pump. turbine and heat engines: while Bemouli eg applies to steady, incompressible, and inviscid flow (h 0, a 1) Under special circumstances eneray.og.converts into Bernoulli.og if flow is inviscid (hy = 0, a= 1) and no pump or turbine along streamline (h h 0) exist.