The Binomial Theorem The numerical coefficient of the middle term in the expansion of (82²+y) is 8C3 83 8C4-88 D8C 85 8C4 84
The Binomial Theorem The numerical coefficient of the middle term in the expansion of (82²+y) is 8C3 83 8C4-88 D8C 85 8C4 84
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
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TERIS
M
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HHH
CH
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CLASS
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The Binomial Theorem
C=
C
HERFREE!
In the expansion of (x+y)",
the general term is t = ₁.
8
13. The numerical coefficient of the middle term in the expansion of (872 +y)³ is
8C3 8³
M!
(n-r)!r!
8 C4-88
8C5-85
□ 8C4-84
Ô
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Transcribed Image Text:(WR Section)
(Mixed Section)
Section)
nt of the middle ...
nomial Loading.
ession for the
he expansion
n of Loading.
of the term th..
g... the valu..
300
TERIS
M
&
HHH
CH
न
CLASS
0
The Binomial Theorem
C=
C
HERFREE!
In the expansion of (x+y)",
the general term is t = ₁.
8
13. The numerical coefficient of the middle term in the expansion of (872 +y)³ is
8C3 8³
M!
(n-r)!r!
8 C4-88
8C5-85
□ 8C4-84
Ô
TECHNICAL SUPPORT
Questions or comments about SmarterMarks? Email us at support@smartermarks.com.
© 2012-2022 SmarterMarks Inc. All rights reserved. Use of this site constitutes acceptance of our User Agreement and Privacy Policy.
mengalama
2
(
9
C,=
MESSEN
F10
Pred
F11
© *
)
3 0 1/4
F12
◄ Prev
1/2
PrtSc
Impr. Écr.
B
Next >
^ Ô ✪ ✪ ! ³ F (4¹) EN
+ 11
Insert
Ins
3/4
Delete
Suppr
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