Explore topic-wise InterviewSolutions in .

This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.

30151.

The heat of neutralisation of a strong base and a strong acid is 13.7 kcal. The heat released when 0.6 mole HCl solution is added to 0.25 mole of NaOH is

Answer»

3.425 kcal
8.22 kcal
11.645 kcal
13.7 kcal

Solution :For the neutralisation between a strong acid and a strong base, equal number of moles of `H^+`(from acid) and OH (from base) come out. For ONE mole of such, following equation can be DRAWN:

So, 0.25 mole of `H_2O`is produced.
` therefore `Heat RELEASED = `(0.25 xx 13.7) = 3.425 kcal`
30152.

The heat of neutralisation of a strong acid and a strong alkali is 57.0 kJ mol^(-1). The heat released when 0.5 mole of HNO_(3) solution is mixed with 0.2 mole o KOH is

Answer»

57.0 kJ
11.4 kJ
28.5 kJ
34.9 kJ

Solution :0.2 mole of KOH will NEUTRALISE 0.5 mole of `HNO_(3)`
`THEREFORE`HEAT evolved`=57xx0.2=11.4kJ`
30153.

Heat of neutralisation of a strong acid by a strong base is equal to DeltaH of

Answer»

`H^(+)+OH^(-)=H_(2)O`
`H_(2)O+H^(+)=H_(3)O^(+)`
`2H_(2)+O_(2)=2H_(2)O`
`CH_(3)COOH+NaOH=CH_(3)COONa+H_(2)O`

Answer :A
30154.

The heat of neutralisation of a strong acid and a strong alkali is 57.0 kJ mol^(-1). The heat releaed when 0.5 mole of HNO_(3) solution is mixed with 0.20 mole of KOH solution is

Answer»

57.0 kJ
11.4 kJ
28.5 kJ
34.9 kJ

Solution :NaOH is the LIMITING REACTANT and the enthalpy of neutralisation is to be CALCULATED for 0.2 mole of NaOH and 0.2 mole of `HNO_(3)` as `5.70xx0.2=11.4kJ`
30155.

The heat of neutralisation is highest for the reaction between

Answer»

`NH_(4)OH-CH_(3)COOH`
`HNO_(3)-NH_(4)OH`
`NaOH-CH_(3)COOH`
`HCl-NaOH`

Solution :Heat of neutralisation of strong acid by strong BASE is always greater than the heat of neutralisation of weak acid or weak base because some energy is USED to ionise weak acid or weak base.
(a) `underset("weak base-weak acid")(NH_(4)OH-CH_(3)COOH)`
(b) `underset("Strong acid-weak base")(HNO_(3)-NH_(4)OH)`
(c) `underset("strong base-weak acid")(NaOH-CH_(3)COOH)`
(d) `underset("strong acid-strong base")(HCl-NaOH)`
`because`HCl is a strong acid and NaOH is a strong base.
`therefore` Their heat of neutralisation will be highest among the given.
30156.

The heat of fusion is 334.7Jg^(-1). The entropy change in JK^(-1)kg^(-1) in melting of 1 g of ice at 0^(@)C is

Answer»

1.226
0.293
293
1226

Answer :D
30157.

The heat of formation of water is 260 kJ. How much H_(2)O is decomposed by 130 kJ of heat?

Answer»

0.25 mol
1 mol
0.5 mol
2 mol

Solution :The REACTION for the formation of water is as
`H_(2)+(1)/(2)O_(2) to H_(2)O,DeltaH=260kJ`. . (i)
On reversing Eq. (i), we get
`underset(1mol)(H_(2)O) to H_(2)+(1)/(2)O_(2),DeltaH=-260kJ`. . (ii)
`because` By 260 kJ heat, water decomposed=1 mol
`therefore `130 kJ heat will decompose water`=(1xx130)/(260)=0.5`mol
30158.

The heat of formation of methane is -17.9 kcal. If the heats of atomisation of carbon and hydrogen are 170.9 and 52.1 kcal per mole, Calculate the C-H bond energy in methane.

Answer»

Solution :GIVEN that
`C(s)+2H_(2)(g) to CH_(4)(g)`, `DeltaH=-17.9kcal`
Energy change in reactants
Heat of atomisation of 1 mole of C `=170.9` KCAL
Heat of atomisation of 4 moles of H `=4xx52.1` kcal
Energy change in product
Heat of formation of 4 moles of C-H bonds `=4xx x `kcal
(where x is the energy of formation of C-H bonds in kcal/mole. )
Since the ALGEBRAIC sum of all the heat changes in equal to the heat of formation of the above given equation,
we have
`170.9+4xx52.1+4x=-17.9`, `x=-99.3` kcal
Thus the bond energy `=+99.3` kcal/mole
30159.

The heat of formation of methane C(s)+2H_(2)(g)rarrCH_(4)(g) at constant pressure is 18500 cal at 25^(@)C. The heat of reaction at constant volume would be

Answer»

17904 CAL
18202 cal
18798 cal
19096 cal

SOLUTION :`DeltaH=18500=DELTAE+DeltanRT`
or 18500 = `DeltaE+(-1)xx2xx298=19096 cal`.
30160.

The heat of formation of methane C(s)+2H_2(g)rarrCH_4(g) at constant is 18500 cal at 25^@C. The heat of reaction at constant volume would be:

Answer»

19096 cal
18798 cal
18202 cal
17904 cal

Answer :A
30161.

The heat of formation of H_(2)O(l) is - 68.0 kcal, the heat of formation of H_(2)O(g) is likely to be

Answer»

`- 68.0` kcal
`- 67.4` kcal
80.0 kcal
`- 58.3` kcal

Solution :When `H_(2)O_((L))` is convert to form `H_(2)O_((G))`, HEAT is absorbed hence `DeltaH_(1) gt DeltaH_(2)`.
30162.

The heat of formation of HCl (g) from the reaction H_(2)(g)+Cl_(2)(g)=2HCl(g),DeltaH=-44kcal is

Answer»

`+44 KCAL`
`-44 kcal`
`+22 kcal`
`-22 kcal`

ANSWER :D
30163.

The heat of formation of Fe_(2)O_(3) is -824.2 kJ mol^(-1). Delta H for the reaction 2Fe_(2)O_(3)(s)rarr 4Fe(s)+3O_(2)(g)is :

Answer»

`-412.1`KJ
`-1648.4` kJ
`-3296.8`kJ
`1648.4`kJ

ANSWER :D
30164.

The heat of formation of Fe_(2)O_(3) "is" -821.32 kJ "mole"^(-1) at 298 K and 1 atm and that of Al_(2)O_(3) is -1675.60 kJ"mole"^(-1) under the same condition. Calculate the heat of reaction of reduction of 1 "mole" of Fe_(2)O_(3) with metallic aluminium.

Answer»


ANSWER :(-854.28 KJ)
30165.

The heat of formation of ethylene is 12.5 kcal. Calculate C=C bond energy in ethaylene from the following data. Heat of atomisation of C=170.9 "kcal/mole",Heat of atomisation of H=52.1 "kcal/mole" bond energy of C-H=99.3 "kcal/mole".

Answer»

Solution :Given that,
`2C(s)+2H_(2)(g) to C_(2)H_(4)(g) {H-overset(H)overset(|)(C )=overset(H)overset(|)-H}` , `DeltaH=12.5` kcal
For reactants
Heat of atomisation of 2 MOLES of C`=2xx170.9` kcal
Heat of atomisation of 4 moles of `H=4xx52.1` kcal
For PRODUCTS
Heat of formation of 4 moles of C-H BONDS `=-4xx99.3`kcal
Heat of formation of 1 mole of C=C bond `=1xx x`
[where x is the energy of formation of C=C bond in kcal/mole]
Adding up, we get the heat of formation of the reaction given above
i.e., `2xx170.9+4xx52.1-4xx99.3+x=12.5`
or `x=-140.5` kcal/mole
Thus, the bond energy of C=C bond `=+140.5` kcal/mole
30166.

The heat of formation of ethane is -20.3 kcal. Calculate the bond energy of C-C bond in ethane if the heats of atomisation of carbon and hydrogen are respectively 170.9 and 52.1 kcal per mole and bond energy of C-H bond is 99.0 kcal.

Answer»


ANSWER :(80.7 KCAL)
30167.

The heat of formation of CO(g) and CO_(2)(g) are -26.4 kcal and -94.0 kcal respectively. The heat of of combustion of carbon monoxide will be

Answer»

`+26.4` kcal
`-67.6` kcal
`-120.6` kcal
`+52.8 kcal

Solution :AIM:`CO+(1)/(2)O_(2)rarrCO_(2)`
`DELTAH=DeltaH_(F)^(@)(CO_(2))-[DeltaH_(f)^(@)(CO)+(1)/(2)DeltaH_(f)^(@)(O_(2))]`
`=-94.0-(-26.4)=-67.6 kcal`.
30168.

The heat of formation of CO(g) and CO_2(g) are -26.4 kcal and -94.0 kcal respectively. Heat of combustion of carbon monoxide will be:

Answer»

`+26.4 KCAL`
`-67.6 kcal`
`-120.6 kcal`
`+52.8 kcal`

ANSWER :B
30169.

The heat of formation is the change in enthalpy accompanying the formation of a substance from its elements at 298 K and 1 atm pressure. Since the enthalpies of elements are taken to be zero, the heat of formation (DeltaH) of compounds

Answer»

Is ALWAYS NEGATIVE
Is always positive
May be negative or positive
Is zero

Answer :C
30170.

The heat of Fe_2O_3formation from simple substances is -821.32 kJ/mole at 298 K and standard pressure, and that of Al_2O_3formation is -1675.60 kJ/mole under the same conditions. Calculate the heat of reaction of reduction of 1 mole Fe_2O_3with metallic aluminium.

Answer»

SOLUTION :`-854.28kJ`
30171.

The heat of formation is the change in enthalpy accompanying the formation of a substance fiom its elements at 298 K and 1 atm pressure. Since the anthalpies of elements are taken to be zero, the heat of formation (triangleH) of compounds

Answer»

ALWAYS NEGATIVE
Is always positive
May be negative or positive

Answer :C
30172.

The heat of combustion of yellow phosphorus and red phosphorus are -9.91 kJ and -8.78 kJ respectively. The heat of transition of yellow phosphorus to red phosphorus is

Answer»

`-18.69 KJ`
`+ 1.13 kJ`
`+18.69 kJ`
`-1.13 kJ`

ANSWER :D
30173.

the heat of combustion ofsoucrose , C_(12)H_(22)O_(11)(s) at constany volume is 1348.9 kcal mol ^(-1) at 25 ^(@) then the heat of reaction at constant pressure when steam is produced is

Answer»

`-1348. 9 kcal `
`-1342.34 kcal`
`+ 1250 Kcal `
none of these

Solution :the COMBUSTION equaion of sucrose is
`C_(12)H_(22)O_(11)(s)+120_(2)(g)to12CO_(2)(g)+11H_(2)O(g)`
here , `DELTAH=12 + 11 -12=11`
As we know `DeltaH=DeltaE= + DeltanRT`
`DeltaH=(- 1348.9 xx10^(3))+ 11xx2xx298=-1342.34 kcal`
30174.

The heat of combustion of sucrose, C_(12)H_(22)O_(11)(s) at constant volume is - 1348.9 kcal mol^(-1) at 25^(@)C then the heat of reaction at constant pressure, when stem is produced, is

Answer»

Solution :The combustion equation of sucrode is
`C_(12)H_(22)O_(11)(S)+12O_(2)(g) RARR 12CO_(2)(g)+11H(2)O(g)`
Here,
`Deltan_(g)=` sum of gaseous product moles-sum of gaseous reactant moles
`Deltan_(g)=11`
`DeltaH=DeltaE+Deltan_(g)RT`,
Here, `DeltaE=-1348.9 kcal`
`R=2.0 cal, T=25+273=299 K`
`:. DeltaH=(-1348.9xx1000)+11xx2xx298`
`=-1348900+6556=-1342344 cal`
`=-1342. 344 kcal`
30175.

The heat of combustion of naphthalene (s) is -123.25 kcal. If the heats of formation of CO_(2)(g) and H_(2)O (l) are -97.0 and -68.4 kcal respectively. Calculate the heat of formation of naphthalene.

Answer»

Solution :Given that,
(i) `C_(10)H_(8)(s)+12O_(2)(g) to 10CO_(2)(g)+4H_(2)O(l),DeltaH=-123.25"kcal"`
(II) `C(s)+O_(2)(g) to CO_(2)(g),DeltaH=-97.0"kcal"`
(iii)`H_(2)(g)+(1)/(2)O_(2)(g) to H_(2)O(l),DeltaH=-68.4"kcal"`
We have to calculate `DeltaH` of the EQUATION,
`10C(s)+4H_(2)(g) to C_(10)H_(8)(s),DeltaH=?`
Applying the inspection method,
[-Eqn.(i)+10xxEqn. (ii)+4xxEqn.(iii)], we get,
`-C_(10)H_(8)(s)-12O_(2)(g)+10C(s)+10O_(2)(g)+4H_(2)(g)+2O_(2)(g) to -10CO_(2)(g)-4H_(2)O(l)+10CO_(2)(g)+4H_(2)O(l),DeltaH=-(-123.25)+10xx(-97.0)+4xx(-68.4)`
or `10C(s)+4H_(2)(g) to C_(10)H_(8)(s),DeltaH=-1120.35"kcal"`
30176.

The heat of combustion of rhombic and momoclinic sulphur are 70.96 and 71.03 kcal. The heat of transition of S_(RrarrM is:

Answer»

70.96 KCAL
71.03 kcal
`-70 CAL`
`+ 70 cal`

ANSWER :D
30177.

The heat of combustion of methane is, -880kJ mol^-1. If 3.2 g of methane is burnt:

Answer»

176 KJ of HEAT is evolved
176 kJ of heat is absorbed
88 kJ of heat is evolved
None of the above

Answer :A
30178.

The heat of combustion of graphite at 298 K is -393.795 kJ/mole, while that of diamond's combustion at the same temperature is -395.692 kJ/mole. The specific heats for these substances are 720.83 and 505.58 J kg^(-1)K^(-1) respectively. Calculate the heat of graphite's transformation into diamond at 273 K.

Answer»

SOLUTION :1.962kJ/mole
30179.

The heat of combustion of ethyl alcohol is 330 kcal. If the heats of formation of CO_(2)(g) and H_(2)O(l) are 94.3 and 68.5 kcal respectively, calculate the heat of formation of ethyl alcohol.

Answer»


ANSWER :(-64.1 KCAL)
30180.

The heat of combustion of ethene gas is 330 Kcal "mol"^(-1) calculate gtc=clt bond energy (in kcal/mol) assuming that bond energy of C-H bond is 93.6 Kcal "mol"^(-1) Given :DeltaH_f^@ for CO_2(g) and H_2O(l) are -94.2 and -61 Kcal "mol"^(-1) respectively.Heat of atomisation of carbon and hydrogen are 150 and 51.5 Kcal "mol"^(-1) respectively.

Answer»


Solution :`CH_2=CH_2(g)+3O_2(g)to2CO_2(g)+2H_2O(L)`
`:.-330=[2XX(94.2)+2(-61)]-[DeltaH_f^@C_2H_4]:.DeltaH_f^@(C_2H_4)=19.6 Kcal mol^(-1)`
`:. 2C(s)+2H_2(g)toCH_2=CH_2(g),DeltaH_f=19.6`
`because DeltaH_("Reaction")=2DeltaH_("ATM" ( C))+4DeltaH_("atm"(H))-4B.E._((C=C))`
19.6=2x150+4x51.5-4x93.6-`B.E._((C=C))`
`B.E._((C=C))=112` Kcal/mol
30181.

The heat of combustion of ethanol was determined in a bomb calorimeter and was found to be- 670.48 kcal "mol"^(-1) at 25^(@) C. What will be DeltaU for the same reaction at 298 K?

Answer»

`-335.24` kcal
`-669.28` CAL
`-670.48` kcal
`-280.26 XX 10^(4)` J

Answer :C::D
30182.

The heat of combustion of CH_(4(g)),C_(("graphite")) and H_(2(g)) are 20 kcal, -40kcal and -10 kcal respectively. The heat of formation of methane is

Answer»

`-4.0` kcal
`+40` kcal
`-80` kcal
`+80` kcal

Solution :Given,
(i)`CH_(4)+2O_(2)rarrCO_(2)+2H_(2)O, DeltaH=+20 kcal`
(ii)`C+O_(2)rarrCO_(2), DeltaH=-40 kcal`
`(III) H_(2)+(1)/(2)O_(2)rarrH_(2)O, DeltaH=-10 kcal`
AIM:`C+2H_(2)rarrCH_(4)`
`(ii) +2xx"(iii)-(i) gives"`
`DeltaH=-40+2(-10)-(+20)=-80 kcal`.
30183.

The heat of combustion of ethanol determined by a bomb calorimeter is -670.48 kcalmol^-1 at 25^@C. What is triangleU at 25^@C for the reaction, C_2H_5OH(l)+3 O_2(g)rarr2CO_2+3H2O(g) is:

Answer»

`-335.24 KCAL`
`-669.28 kcal`
`-670.48 kcal`
`+670.48 kcal`

ANSWER :C
30184.

The heat of combustion of CH_(4)(g), C(graphite) and H_(2)(g) are - 20 Kcal, - 40 Kcal and -10 Kcal respectively. The heat of formation of methane is

Answer»

`-40` KCAL
`+40` Kcal
`-80` Kcal
`+80` Kcal

ANSWER :A
30185.

The heat of combustion of carbon to CO_(2) is -393.5 kJ/mol. The heat released upon formation of 35.2 g of CO_(2) from carbon and oxygen gas is

Answer»

`+315` KJ
`-31.5` kJ
`-315` kJ
`+31.5` kJ

Solution :`C+O_(2)rarrCO_(2)DeltaH=-393.5 kJ//mol`
`because` 44gm of `CO_(2)` FORM by which heat RELEASED `=-393.5 kJ`
`therefore` 1 gm of `CO_(2)` form by which heat released = `-(393.5)/(44)`
`therefore` 35.2 gm (given) of `CO_(2)` form by which heat released
`=-(393.5)/(44)xx35.2=-315 kJ`.
30186.

The heat of combustion of carbon is -393.5kJ//mol. The heat released upon the formation of 35.2 g of CO_(2) from carbon and oxygen gas is

Answer»

`+135` kJ
`-31.5` kJ
`-315` kJ
`+31.5` kJ

Solution :`C+O_(2)to CO_(2)`
`DeltaH=-393.5kJ`
`THEREFORE` Heat RELEASED UPON the formation of 1 g of
`CO_(2)=(-393.5)/(44)kJ`
`therefore` Heat released upon the formation of 1 g of
`CO_(2)=(-393.5)/(44)xx35.2`
`~~-315kJ`
30187.

the heat of combustion of carbon to CO_(2) is - 393 . 5 kJ // mol . The heat released upon formation of 35.2g of CO_(2) from carbon and oxygen gas is

Answer»

`+ 315 KJ`
`-31 . 5kJ`
`-315 kJ`
`+ 31.5KJ`

Solution :`C+O_(2)toCO_(2), DeltaH=-393.5kJ//mol`
HEAT releaded during the formation of 35.2 G(GIVEN) of
`CO_(2)=-(393.5xx35.2)/44=-315 kJ`
30188.

The heat of combustion of carbon is -94 kcal at 1 atm pressure. The intrinsic energy of CO_(2) is

Answer»

`+94` kcal
`-94` kcal
`+47` kcal
`-47` kcal

Solution :`C_((S))+O_(2)(g)rarrCO_(2(g)), Deltan_(g)=1-1=0`
`THEREFORE DeltaE=DeltaH=-94 kcal`
`DeltaE=E_(CO_(2))-(E_(C)+E_(O_(2)))=E_(CO_(2))-(0+0)`
`or E_(CO_(2))=DeltaE=-94 kcal`.
30189.

The heat of combustion of carbon is -393.5 kJ/mol. The heat released upon thee formation of 35.2 g off CO_(2) from, carbon and oxygen gas is

Answer»

`+315kJ`
`-31.5kJ`
`-315kJ`
`+31.5kJ`

Solution :`C+O_(2) to CO_(2),DeltaH=-393.5kJ//mol`
`therefore`Heat released upon the formation of 44 G of `CO_(2)` LTBRGT `=-393.5kJ`
`therefore`Heat released upon the formation of 1 g of `CO_(2)`
`=(-393.5)/(44)kJ`
`therefore`Heat released upon the formation of 35.2 g of `CO_(2)`
`=(-393.5)/(44)xx35.2=-315kJ`
30190.

the heat of combustion of benzene determined in a bomb calorimeter is- 870 kcal mol ^(-1) at 298 K. The value of delta E for reaction is

Answer»

` -1740 KCAL MOL ^(-1)`
` + 870 kcal mol ^(-1)`
` - 32 . 64 kcal mol ^(-1)`
`+ 1740 kcal mol ^(-1)`

Solution :the heat CHANGE determined ina BOMB colorimeteris `DeltaE`,VALUE thus , `DeltaE=-870 kcal mol ^(-1)`
30191.

The heat of combustion of benzene determined in a bomb calorimeter is - 870 kcal mol^(-1) at 25^(@)C. The value of DeltaE for the reaction is

Answer»

`-1740` KCAL
`-870` kcal
`-872` kcal
`-874` kcal

Answer :B
30192.

The heat of combustion of a compound

Answer»

is ALWAYS POSITIVE
is always NEGATIVE
may be positive or negative
is ZERO at any STAGE of the reaction

Solution :is always negative
30193.

The heat of combustion for C ,H_2 and CH_4 are-349.0, -241.8 and -906.7 kJ respectively.The heat of formation CH_4 is:

Answer»

174.1 kJ
274 kJ
374.1 KJ
74.1 kJ

Answer :D
30194.

the heat of atomosaton pf P_(4)H_(4)(g)and PH_(3) (g) are 355kcal / mol and 228 kcal/ mol respectively . The energy of P----P bond is

Answer»

`102 KCAL mol ^(-1)`
`51kcal mol ^(-1)`
`26 kcal mol ^(-1)`
`204 kcal mol ^(-1)`

SOLUTION :P ----- H bood energy `=228/3=76 kcal mol^(-1) for P_(4)H_(4)`
bond energy fo `4(P----H)+(P-----P)`
` 355 kcal mol^(-1)``4xx 76 + (P--P)=355 kcal mol^(-1)`
(P---P) bond energy = `51 kcal mol^(-1)`
30195.

The heat of atomization of PH_(3)(g) is 228 k cal mol^(-1) and that of P_(2)H_(4)(g) is 355 k cal mol^(-1). The energy of the P-P bond is

Answer»

102 K cal `mol^(-1)`
51 k cal `mol^(-1)`
26 k cal `mol^(-1)`
204 k cal `mol^(-1)`

Solution :Bond dissociation energy of `PH_(3)(g)`
= 228 k cal `mol^(-1)`
F - H bond energy `=(228)/(3)=76 " k cal mol"^(-1)`

Bond energy of 4(P-H)+(P-P)
`=355 k cal mol^(-1)`
or `4xx76+(P-P)=355k cal mol^(-1)implies51 k cal mol^(-1)`
30196.

The heat of atomisation of PH_(3)(g) is 228 kcal perr mol annd that of P_(2)H_(4)(g) is 335 kcal per mol. The energy of P-P bond is

Answer»

102 kcal/mol
31 kcal/mol
26 kcal/mol
204 kcal/mol

Answer :D
30197.

The heat of atomisation of methane and ethene are 360 kJ/mol and 620 kJ/mol, respectively. The longest wavelenth of light capable of breaking the C-C bond is (Avogadro number =6.02xx10^(23),h=6.62xx10^(-34) Js)

Answer»

`2.48xx10^(3)NM`
`1.49xx10^(3)nm`
`2.49xx10^(5)nm`
`2.48xx10^(4)nm`

Solution :`4BE(C_H)` BOND =360kJ/mol
`BE(C-H)` bond =90kJ/mol
In `C_(2)H_(6)implies BE_((C-C))+6BE_((C-H))=620kJ//mol`
`BE_((C-C))` bond`=620-6xx90=80kJ//mol`
`lamda` for RUPTURE of `C-C` bond `=(6.262xx3xx10^(8))/(80xx10^(3))`
`=2.48475xx10^(4)nm`
30198.

The heat of a chemical reaction is given by the following expression, ______ .

Answer»

`DELTA H=Sigma H_R-Sigma H_P`
`Delta H=Sigma H_R`
`Delta H=Sigma H_P-Sigma H_R`
`Delta H=Sigma H_P`

ANSWER :C
30199.

The heat measured for a reaction in a bomd calorimeter is:

Answer»

`TRIANGLEG`
`TRIANGLEH`
`TRIANGLEU`
`PtriangleV`

ANSWER :C
30200.

The heat measured for a reaction in a bomb calorimeter is

Answer»

`DELTA G`
`Delta H`
`Delta E`
`P Delta V`

Solution :In bomb calorimeter, REACTION is made at constant VOLUME, i.e., `DeltaV` = 0 thus HEAT measured is `Delta E`