1- The cross product produces and the dot product produced - 2- Two nonzero vectors A and B are orthogonal when the angle between them is which occurs when A B = 3- The curve is symmetric about the pole if the equation r =f (0) is unchanged when replacing r with- , or 0 with | 4- A vector is a quantity that has both and - 5- The terms "sequence" and "series" have different meanings: a ; is a succession, where a is a sum. 6- P-series is a series of the form this series converges if-

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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1- The cross product produces
and the dot product produced -
2- Two nonzero vectors A and B are orthogonal when the angle between them is
which occurs when A B =
3- The curve is symmetric about the pole if the equation r =f (0) is unchanged when
replacing r with-
, or 0 with
|
4- A vector is a quantity that has both
and -
5- The terms "sequence" and "series" have different meanings: a
; is a
succession, where a is a sum.
6- P-series is a series of the form
this series converges if-
Transcribed Image Text:1- The cross product produces and the dot product produced - 2- Two nonzero vectors A and B are orthogonal when the angle between them is which occurs when A B = 3- The curve is symmetric about the pole if the equation r =f (0) is unchanged when replacing r with- , or 0 with | 4- A vector is a quantity that has both and - 5- The terms "sequence" and "series" have different meanings: a ; is a succession, where a is a sum. 6- P-series is a series of the form this series converges if-
Expert Solution
Step 1

By definition of cross product and dot product of vectors we have,

1. The cross product produces a vector, and the dot product produces a scalar.

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