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11. Which is the correct expansion of (x + 4y) using the binomial theorem? O(x+4y)³ = (x) (4y) + (x)'(4y)¹ + (x)² (4y)² + (x)³ (4y)³ O ○ (x + 4y)³ = (3) (40)³ (x)⁰ + (3) (40)²(x)² + (2) (4y)'(x)² + (3) (4y)° (x) ª O ○ (x + 4y)² = (3) (2)³ (4y)° + (3) (2)² (4y)' + (2) (2)' (4u)² + (3) (z)°(4y)³ O(x+4y) = (4y) + (x)² (4y)¹ + (x)¹ (4y)² + (x) (4y)³

11. Which is the correct expansion of (x + 4y) using the binomial theorem? O(x+4y)³ = (x) (4y) + (x)'(4y)¹ + (x)² (4y)² + (x)³ (4y)³ O ○ (x + 4y)³ = (3) (40)³ (x)⁰ + (3) (40)²(x)² + (2) (4y)'(x)² + (3) (4y)° (x) ª O ○ (x + 4y)² = (3) (2)³ (4y)° + (3) (2)² (4y)' + (2) (2)' (4u)² + (3) (z)°(4y)³ O(x+4y) = (4y) + (x)² (4y)¹ + (x)¹ (4y)² + (x) (4y)³

Trigonometry (11th Edition)
Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.
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11. Which is the correct expansion of (x + 4y)³ using the binomial theorem? O (x+4y)³ = (x) (4y)° + (x)¹ (4y)¹ + (x)² (4y)² + (x)³ (4y)³ ○ (x + 4y)³ = (3) (43)*(x)° + (3) (4y)²³(x)² + (2) (4y)'(x)² + (3) (4y)° (z) ³ O O (x + 4y)³ = (3) (z)³(4y)° + (³) (2)²³(4¹y)' + (2) (z)'¹(4y)² + (3)(z)°(4y)²³ O (x+4y)³ = (4y) + (x)² (4y)¹ + (x)¹ (4y)² + (x) (4y)³
Transcribed Image Text:11. Which is the correct expansion of (x + 4y)³ using the binomial theorem? O (x+4y)³ = (x) (4y)° + (x)¹ (4y)¹ + (x)² (4y)² + (x)³ (4y)³ ○ (x + 4y)³ = (3) (43)*(x)° + (3) (4y)²³(x)² + (2) (4y)'(x)² + (3) (4y)° (z) ³ O O (x + 4y)³ = (3) (z)³(4y)° + (³) (2)²³(4¹y)' + (2) (z)'¹(4y)² + (3)(z)°(4y)²³ O (x+4y)³ = (4y) + (x)² (4y)¹ + (x)¹ (4y)² + (x) (4y)³
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