{:(1,"Heat",-,(a),"Joule"),(2,"Thermometer",-,(b),"Heating"),(3,"The SI of heat",-,(c),"Temperature"),(4,"Cool a cup of cofee, adding cold milk",-,(d),"Energy"),(5, "gain by heat by a body",-, (e), "thermal equilibrium"):} {:(1,"Boyle's Law",-,(a),K_(B)=(R)/(n)),(2,"Absolute Scale",-,(b),V prop t),(3,"Charle's Law",-,(c),P prop (1)/(V)),(4,"Boltzmann constant",-,(d),Vprop n),(5, "Avagadro's Law",-, (e), "OK (zero kelvin)"):}

{:(1,"Heat",-,(a),"Joule"),(2,"Thermometer",-,(b),"Heating"),(3,"The S

1.	{:(1,"Heat",-,(a),"Joule"),(2,"Thermometer",-,(b),"Heating"),(3,"The SI of heat",-,(c),"Temperature"),(4,"Cool a cup of cofee, adding cold milk",-,(d),"Energy"),(5, "gain by heat by a body",-, (e), "thermal equilibrium"):} {:(1,"Boyle's Law",-,(a),K_(B)=(R)/(n)),(2,"Absolute Scale",-,(b),V prop t),(3,"Charle's Law",-,(c),P prop (1)/(V)),(4,"Boltzmann constant",-,(d),Vprop n),(5, "Avagadro's Law",-, (e), "OK (zero kelvin)"):}
Answer» <P> Solution :1 (d) ENERGY 2 (c) Temperature 3 (a) Joule 4 (e) thermal equilibrium5 (b) Heating 1 (c) `P prop (1)/(V)` 2 (e) OK (zero kelvin) 3(b) `V prop t` 4 (A) `K_(B)=(R)/(n) 5 (d) V prop n`