Mole concept notes for neet exam, Lecture notes of Chemistry

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Formula
sheet
of
Mole
Concept
By
Sudhanshu
Sir
Atomicity
=
no.
of
atoms
in
a
molecule
Molecule
-
X
I
Fietro
atomiz
micity-
Homoatomiz
Molecules
Atoms
120
-
Sg,
Py
siz
=
atomicity
Relative
S
Particles
charge
Relative
MASS
mas]
-charge
-
--
--
Electron
(e/e0)
-
1.6x10
-
I
9.1
x10-31kg
0
amu
proton
(24/p)
+
1.6x1092
+1
10673x1824g
I
am
neutron(n)
neutral
1
675x1024
amu
pf3
pf4
pf5
pf8
pf9
pfa
pfd
pfe
pff
pf12
pf13
pf14
pf15
pf16
pf17
pf18
pf19
pf1a
pf1b
pf1c
pf1d
pf1e
pf1f

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Formula sheet

of

Mole Concept

By

Sudhanshu Sir

⑪ Atomicity = no. of atoms in^ a^ molecule^ Molecule

X I Fietroatomiz micity- (^) Homoatomiz Molecules Atoms^120

Sg, Py^ siz = atomicity

Relative

② (^) S Particles

charge

Relative

MASS mas]

-charge

  • (^) -- --
Electron

(e/e0)

  • 1.6x10 - (^) I 9.1^ x10-31kg 0 amu proton (24/p)
  • 1.6x1092^ +1^ 10673x1824g Iam neutron(n) neutral^ ⑧ 1 675x amu

⑰- I mass (^) ofelection: 1

(mass of

proton/neutron) 1837 ② (^) mass ofproton- mass ofneutrin=^ or^ I ③ (^) In general, Mn* (^) Mp me^

But

if (^) option is^ given in (^) Question, Mn>^ Mup> me

④ (^) Atomic mass-mass due to^ proton

  • mass (^) due to mass ofelectron^
is considered

negligible ⑤electron^ change causes^ chemical reactions. change in protin/neutron causes^ nuclear (^) reactions.

=> in an atom i -- Neutral/uncharged/Isolated Atom tan/ans no

of

CO = no. ofprotons^ = 2 Cations Anious

-> positively charged^ atoos -> negatively charged atom -> formed by

loss of el^

  • towered bygainst no. (^) ofeo^ no. of no. (^) ofe-^ no.-/ (^) chargel

no. of

28=p+ (^) (charge,

④ opes- same atomic^

Number but

different

mass number

Heavier (^) isotopes of

an element behaves

↓ ricot braveasufferent no (^) ofmeene as (^) Radioactive ⑪

4 >^ D^ > T

Average atomic mass =

2 %^ abundance^

x (^) Isotopic mass

100 > Isotopes have (^) same chemical^ properties but different physical properties.

⑥ I atomic mass^ unit (^) (a.m.u) itis defined as i thot or I wified

mass (v)

3 => mass of atom^

ofC.

1 amu = 16 x

1024kg

16x10mg = mass

of

1 proton

or neutr ⑦Imole= Aragadro's

number = 6.022 x

= 6x102=

NA

NAX

(^1) amo

I
(in

grams)

mass of 1 atom

of an element^ = (mass (^) no.Jamu=

atomicmass

Molaw mass (^) ofI mole atom (^) ofan (^) element: (mass (^) no) gram= atomic Mass

⑧ (^) if gram/ is (^) used (^) as prefix, thenit represent more

I

gram

atom of^0

= 6.022x102 (^) atoms of

concept is (^) also known as^ Gram^ concept

⑲ No.^ ofmoles^ ofX^

  • (^) criven mass (^) of X

-> molar volume

ofa gas atConstant & is independent of(i)^ nature^ of gas (ii) atomicity ofgas (iii)Molar^ mass (^) of gas ⑪ For^ gases

  • no. of moles of X=he X In general,

Vm=

molar wire^

= 22: Ul

Don't use this

-- E S

= 22400ml

=22400CM formula for solids/liquids. Here is a t

=22-4dm

=22400CC.

012 Given mass^ Given no.

of

particles (solid/liquid/Gas] solid/liquid/gay =Molar mass

HA

I X

Molar

= NA

mass

moles

=> Molas x^

Molar volume

X voi

Given volume

has only

⑭ density ofgas

density ofgas is (^) observed maximum^ at High and (^) low ⑮ (^) Vapor (^) Density (VDS^ of a gas- gas atsame

Unitless Relative Quantity density ofM2^ gas at same

roD- of

geare

⑯ Aragadio's law I -> atSame^ D equal

is
  • (^9) haveane equal molecules.

⑰eage composition

w

or

by mass ⑬one

to or

by volure mass%yX = otx e %o = of xe

) Noon aqueous solution onaqueous solution ↓ ↓ 10 go Moot is^

present

in (^100) g local

of

Moonis^ present

in

solution 100 ml^ of

solution ②massby wire meby^ mass (w/v) of X = fx x 100 [Iw) (^) of x =

7X x

total col totalmass 10% (w/v) Naon aqueous solution

  • Noon aqueous^
solution

logoNaot

is present in 100m/solution,^ ml^ of Moon is^ present in (^) 100g o

solution.

=> Two differentcompands^ can have^ same E.F. (Reason

  • same (^) % (^) composition) => M.F and (^) E.F ofa^ compound^ may be same

(Reason

  • atoms are already in

simplest

whole no^ ratio) ⑧ina trastacian simbaine

  • I I I

021 strichiometry

-> deals with the^ measurementof

quantities

  • of reactants and products

in a

ded chemicalreactions.

N

  • (^2) NH

(8)

34g

  • (^) Stand and^ of 2x 289 68 2x

can be^ written

22.4 3 22.4l

by balanced (^1 )

E

I mol 3 mol 2

mol I

chemical reactions I molecule^3 molecule^ (^2) molecule --

⑫ purity concept^

  • mostly applied on^ Reactant -> (^) Given (^) mass

ofE mass^ ofpure +

impurities Reactant (^) sample reactant

  • (^) Given (^) mass ofReactant^ sample (^) of mass^ of pureblatent -> purity

pure reactant x (^100) mass ofreactant sample ⑬ yield/efficient concept

mostly applied^ on products Theoretical yield I calculated^ value^ of producttri stoichiometry Actual/Real/experimentalyield^

->observed^

value of

product

during

the2xn

% yield-alfield a re ⑭Limiting Reagent/Reactant (R) (^) concept is^ applied when quantity

of

more (^) than (^) one realtant^ is given in (^) Question Reactant(L.R)

  • (^) Reactantwhich^ can be completely consumed during the reaction. after the reaction, amount

ofLoR^ presentin^ container^

= 0 it (^) decides theamount^ ofproducts^ formed^ during the2x

and also decides theamount

of excel reactant

consumed

during

the van.