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Byju's Answer
Standard XII
Mathematics
Pascal Triangle
nPr and nC...
Question
n
P
r
and
n
C
r
are equal when:
A
n
=
r
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B
n
=
r
+
1
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C
r
=
1
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D
n
=
r
−
1
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Solution
The correct option is
B
r
=
1
For
n
P
r
=
n
C
r
to be equal,
⇒
n
!
(
n
−
r
)
!
=
n
!
(
n
−
r
)
!
r
!
⇒
r
!
=
1
⇒
r
=
0
,
1
Suggest Corrections
0
Similar questions
Q.
If
n
P
r
=
n
P
r
+
1
and
n
C
r
=
n
C
r
−
1
, then the values of
n
and
r
are
Q.
If
n
P
r
=
n
P
r
+
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and
n
C
r
=
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C
r
−
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, then the values of n and r are:
Q.
If
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=
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P
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+
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and
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C
r
=
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C
r
−
1
, find n and r.
Q.
n
P
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÷
n
C
r
=