 11.7.1: Expand each power. 1. (p + q ) 5
 11.7.11: Expand each power. 11. (a  b ) 3
 11.7.44: If four lines intersect as shown, what is the value of x + y? 3 4 1...
 11.7.2: (t + 2 ) 6
 11.7.12: (m + n ) 4
 11.7.45: (2x  2)4 = F 16x4 + 64x3  96x2  64x + 16 G 16x4  32x3  192x2 ...
 11.7.3: (x  3y ) 4
 11.7.13: (r + s ) 8
 11.7.46: Find the first five terms of each sequence. (Lesson 116) 46. a 1 =...
 11.7.4: Write an expanded expression for the volume of the cube at the right.
 11.7.14: (m  a ) 5
 11.7.47: a 1 = 3, a n + 1 = 2 a n  1
 11.7.5: Evaluate each expression. 5. 8! 6
 11.7.15: (x + 3 ) 5
 11.7.48: A wooden pole swings back and forth over the cup on a miniature gol...
 11.7.6: Evaluate each expression.10!
 11.7.16: (a  2 ) 4
 11.7.49: Without writing the equation in standard form, state whether the gr...
 11.7.7: Evaluate each expression.13! 9!
 11.7.17: Evaluate each expression. 17. 9! 1
 11.7.50: 4y  x + y 2 = 1
 11.7.8: Evaluate each expression.12! 2!10!
 11.7.18: Evaluate each expression.13! 1
 11.7.51: Express each logarithm in terms of common logarithms. Then approxim...
 11.7.9: Find the indicated term of each expansion. 9. fourth term of (a + b...
 11.7.19: Evaluate each expression.9! 7!
 11.7.52: lo g 3 10
 11.7.10: fifth term of (2a + 3b ) 10
 11.7.20: Evaluate each expression.7! 4!
 11.7.53: lo g 5 8
 11.7.21: Find the indicated term of each expansion. 21. sixth term of (x  y...
 11.7.54: Determine any vertical asymptotes and holes in the graph of each ra...
 11.7.22: seventh term of (x + y ) 12
 11.7.55: f (x) = _x + 2 x 2 + 3x 4
 11.7.23: fourth term of (x + 2 )
 11.7.56: f (x) = x _ 2 + 4x + 3 x + 3
 11.7.24: fifth term of (a  3 )
 11.7.57: State whether each statement is true or false when n = 1. Explain. ...
 11.7.25: Mr. Hopkins is giving a fivequestion truefalse quiz. How many way...
 11.7.58: 1 = __(n + 1)(2n + 1) 2
 11.7.26: Ofelia is taking ten shots in the intramural freethrow shooting co...
 11.7.59: 1 = n 2 (n + 1 ) _ 2 4
 11.7.27: Expand each power. 27. (2b  x )
 11.7.60: 3 n  1 is even.
 11.7.28: (2a + b ) 6
 11.7.61: 7 n  3 n is divisible by 4.
 11.7.29: (3x  2y ) 5
 11.7.62: 2 n  1 is prime.
 11.7.30: (3x + 2y ) 4
 11.7.31: (_a 2 + 2) 5
 11.7.32: (3 + _ m 3 ) 5
 11.7.33: Evaluate each expression. 33. _12! 8!4!
 11.7.34: _14! 5!9!
 11.7.35: Find the indicated term of each expansion. 35. fifth term of (2a + ...
 11.7.36: fourth term of (2x + 3y ) 9
 11.7.37: fourth term of (x + _1 3) 7
 11.7.38: sixth term of (x  _1 2) 10
 11.7.39: The color of a particular flower may be either red, white, or pink....
 11.7.40: The diagram shows the board for a game in which disks are dropped d...
 11.7.41: Write a power of a binomial for which the first term of the expansi...
 11.7.42: Explain why _12! 7!5! + _12! 6!6! = _13! 7!6! without finding the v...
 11.7.43: Use the information on page 664 to explain how the power of a binom...
Solutions for Chapter 11.7: The Binomial Theorem
Full solutions for College Physics, Volume 1  10th Edition
ISBN: 9781285737034
Solutions for Chapter 11.7: The Binomial Theorem
Get Full SolutionsCollege Physics, Volume 1 was written by and is associated to the ISBN: 9781285737034. This textbook survival guide was created for the textbook: College Physics, Volume 1 , edition: 10. This expansive textbook survival guide covers the following chapters and their solutions. Chapter 11.7: The Binomial Theorem includes 62 full stepbystep solutions. Since 62 problems in chapter 11.7: The Binomial Theorem have been answered, more than 42200 students have viewed full stepbystep solutions from this chapter.

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parallel

any symbol
average (indicated by a bar over a symbol—e.g., v¯ is average velocity)

°C
Celsius degree

°F
Fahrenheit degree