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Phy130 Lesson Outcome

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Lesson Outcome
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  Lesson outcome (LlO) for PHY 130Chapter 11.Able to dene hat !s a ph s!cal #uant!t . $.Able to l!st the bas!c and der!%ed #uant!t!es.3.Able to der!%e the un!ts for bas!c and der!%ed #uant!t!es.&.Able to con%ert un!ts of ph s!cal #uant!t beteen ' and non' un!ts*.Able to conduct d!mens!onal anal s!s for bas!c and der!%ed #uant!t!es.Chapter $1.Able to dene and r!te the e#uat!ons for the mot!on parameters+ d!splacement, %eloc!t and accelerat!on.$.Able to e-pla!n and d!erent!ate beteen the a%era/e and the !nstantaneous %alues of the %eloc!t and accelerat!on. 3.Able to determ!ne the mot!on parameters from the d!splacement  t!me/raph and the %eloc!t  t!me /raph. &.Able to e-pla!n and anal e mot!on !th constant accelerat!on.*.Able to e-pla!n, anal e and sol%e fall!n/ ob2ect problems.Chapter 31.Able to dene and d!erent!ate beteen scalar and %ector #uant!t!es.$.Able to sol%e add!t!on of %ector problems us!n/ the /raph!cal method. 3. Able to sol%e add!t!on of %ector problems us!n/ the component method. &.Able to sol%e s ubtract!on and mult!pl!cat!on of a %ector b scalar problems. *.Able to e-pla!n, anal e and sol%e pro2ect!le mot!on.Chapter &1.Able to dene force and !dent!f the lon/ ran/e and contact forces.$.Able to e-pla!n eton4s 5!rst La, eton4s 'econd La and eton4s 6h!rd La of 7ot!on.3.Able to appl eton4s 5!rst La, eton4s 'econd La and eton4s 6h!rd La of 7ot!on to sol%e problems !n mot!on !th constant %eloc!t and mot!on !th mot!on !th constant accelerat!on. &.Able to appl eton4s 5!rst La, eton4s 'econd La and eton4s 6h!rd La of 7ot!on to sol%e fr!ct!onal force and stat!c e#u!l!br!umunder concurrent force problems. Chapter *1.Able to e-pla!n the concept of or8.$.Able to e-pla!n and sol%e problems on or8 done b constant force.  3.Able to e-pla!n the concept of 8!net!c ener/ and 9or8:ner/ Pr!nc!ple.&.Able to anal e and sol%e mot!on problems us!n/ 8!net!c ener/ concept and 9or8:ner/ Pr!nc!ple.*.Able to e-pla!n the concept of potent!al ener/ .;.Able to anal e and sol%e mot!on problems us!n/ the potent!al ener/ concept.;.Able to e-pla!n the Pr!nc!ple of Conser%at!on of 7echan!cal :ner/ .<.Able to anal e and sol%e mot!on problems us!n/ the Pr!nc!ple of Conser%at!on of 7echan!cal :ner/ . Chapter ;1.Able to e-pla!n and state the relat!on beteen l!near momentum and the eton4s 'econd La of mot!on.$.Able to state the Pr!nc!ple of Conser%at!on of L!near 7omentum.3.Able to descr!be and anal e elast!c and !nelast!c coll!s!on !n one d!mens!on problems.&.Able to descr!be and anal e !mpulse !n a coll!s!on.*.Able to appl the conser%at!on of ener/ and momentum !n sol%!n/ coll!s!on problems.Chapter <1.Able to dene and r!te e#uat!ons for the an/ular #uant!t!es !n rotat!onal mot!on.$.Able to dene and anal e rotat!onal mot!on !th constant an/ular accelerat!on problems.3.Able to state and dene the formula for tor#ue !n terms of the an/ular accelerat!on and the moment of !nert!a.&.Able to e-pla!n the eect of moment of !nert!a of an ob2ect under/o!n/ rotat!onal mot!on. Chapter =1.Able to dene elast!c!t and elast!c deformat!on.$.Able to dra the stress %s. stra!n /raph  3.Able to !dent!f and e-pla!n the de/ree of elast!c!t of matter from the stressstra!n /raph&.Able to e-pla!n and calculate the tens!le, shear and bul8 stress and stra!n and the related modulus. *.Able to dene and appl Pascal Pr!nc!ple !n stat!c pressure measurement.;.Able to dene buo anc and state the Arch!medes Pr!nc!ple.<.Able to appl Arch!medes Pr!nc!ple !n the determ!nat!on of buo ant force, dens!t of >u!d or ob2ects >oat!n/ !n the >u!d. =.Able to dene and r!te the e#uat!on for >o rate of >u!d >o and the e#uat!on of cont!nu!t .?.Able to dene and r!te the @ernoull! e#uat!on.10. Able to anal e and sol%e >u!d >o problems us!n/ these e#uat!ons.Chapter ?1.Able to calculate temperatures !n Celc!us and 5arenhe!t scale.$.Able to r!te and appl the e#uat!ons for l!near area and %olume e-pans!on !n thermal e-pans!on problems.3. Able to r!te and appl the e#uat!ons for the as La and the deal as La
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