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C.A.E
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wing
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dg dz
hd t and in tom o) ,y,z Put the Vdue oj þanta in
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method # CE^ ton^ H,).PD.E^ vit^ CC.
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he I^ ’^ Homo. LPPE
wih^ C.C,^7 Nek> (^ PD.u^ oy^ tame ov^ der)
da
Case- when uett an meapekd
m,is, mg^ filytm,^ ) +f,ly+m)^ fs(ytm,)
When ots aune dij
CF CoIespnding to 0'2= f ()
IL3Shn. Date 2l22e
)
Roll No.
and
Replate.
PI -
Da = fi(9)
fCo, D') D=a, d'=bi^ E(4,^ b)^2 o
(ax+ by)
imp formula'sted
IPr=(oa) dude.ntiru
f(9,b)
itfomady ww 2sin ACos8^ =^ sin^ CR^ +8)^ +^ sin^ CA-B) 2(asA sinB =^ sin^ CA^ t8)^ -^ sin^ (A-8) 2 e ACaJB - CosCAt 8) + (os(A-B)
aechmark
o 0+xf= -*+ -'x
c'y n te y
CF
Case - I
Case -I
PI
Paniculan intgal (Pr)
6(D,D')
D ab
whne (^) x' dx d
Case-1 (omteY net
CF Caue- Whn^ A.E^ ha^ leal and^ olu^ hnet^
oot
SKeWns
" SKp= (^) Mean- Mode S,D
it
whe (^) mode= (^3) maian 2m tan " Skþ - 3Cmeah - mediah) S.D.
mean = mode A,
ü) Skp 0
Distibutin is^ tve (^) skeud
fmean). Y>oJ
muokytc
) T& dliutibut'en Lepokutsi
y=4+ bx
7 Exbohentad cunve
in) Secohd
Sy= na +bEx + CEx
#Eerekadio
Reguesion ofiuut
Ia-*)= by (y-J)