7. Find the values of A, B, C when
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Answer:
f(0
−
)=
h→0
lim
−h
sin(a+1)(0−h)+sin(0−h)
=
h→0
lim
h
sin(a+1)h+sinh
=
h
(a+1)h+h
=a+2,[∵
θ→0
lim
sinθ=θ]
and f(0
+
)=
h→0
lim
bh
3/2
(h+bh
2
)
1/2
−h
1/2
=
h→0
lim
bh
(1+bh)
1/2
−1
=
h→0
lim
bh
1+
2
1
bh...−1
=
2
1
, which is independent of b and so b may have any real value.Again by continuity at x=0, we have a+2=
2
1
=c. ∴a=−
2
3
and c=
2
1
.
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