25. Which is the correct expansion of (x + 4y)³ using the binomial theorem? O ○ (x + 4y)³ = (3) (4v)³(x)° + (3) (4₂)³²(x)² + (2) (4₂)³¹(2)² + (3) (4₂)°(z)³ O (x+4y)³ = (4y)⁰ + (x)² (4y)¹ + (x)¹ (4y)² + (x)⁰ (4) ³ ○ O + (x + 4y)³ = (3) (w)³(4y)° + (1) (a)²(4y)¹ + (2) (x)²(4y)³² (3) (2) (4) ³ O (x+4y)³ = (x) (4y)⁰ + (x)¹ (4y)¹ + (x)² (4y)² + (x)³ (4y)³

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.5: The Binomial Theorem
Problem 54E
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25. Which is the correct expansion of (x + 4y)³ using the binomial theorem?
O (2+4)³ - (1) (4) (a) + (1) (4) (-) + () (4) (-)² + (3) (4) (2) ³
=
O (x + 4y)³ = (4y)⁰ + (x)² (4y)¹ + (x)¹ (4y)² + (x)⁰ (4y)³
○ (= + 4y)² = (*) (~)³ (40)² + (*) (~)*(4)² + ( ) ( ) (40)² +
O
(x
(2)
(3)
( ) ( ) (4) ³
(2)°(44)³
O (x+4y)³ = (x)⁰ (4y)⁰ + (x)¹(4y)¹ + (x)² (4y)² + (x)³ (4y)³
Transcribed Image Text:25. Which is the correct expansion of (x + 4y)³ using the binomial theorem? O (2+4)³ - (1) (4) (a) + (1) (4) (-) + () (4) (-)² + (3) (4) (2) ³ = O (x + 4y)³ = (4y)⁰ + (x)² (4y)¹ + (x)¹ (4y)² + (x)⁰ (4y)³ ○ (= + 4y)² = (*) (~)³ (40)² + (*) (~)*(4)² + ( ) ( ) (40)² + O (x (2) (3) ( ) ( ) (4) ³ (2)°(44)³ O (x+4y)³ = (x)⁰ (4y)⁰ + (x)¹(4y)¹ + (x)² (4y)² + (x)³ (4y)³
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