if l,m,n are positive integers such that lmn+ln+mn+lm+l+m+n=1000 then l+m+n
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Answer:
e
α→0
lim
(
cosα
n
−1
e
cosα
n
−1
−1
⋅
α
m
cosα
n
−1
)=
2
−e
⇒
α→0
lim
(
α
m
1−cosα
n
)=
2
1
⇒
α→0
lim
(
(α
n
)
2
1−cosα
n
)⋅α
2n−m
=
2
1
⇒2n−m=0
∴
n
m
=2
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