Q1/For the figure bellow: a- Write all vectors in vector pair form. i.e. b= (2,1). b- Write all vectors in column form. i.e. b = G) c- Write all vectors in Component form of a vector. i.e. b = 2i + 1j. a f Q2/ For the previous question, find: a- the magnitude of all vectors. b- the direction of all vectors. c- the unit vector of all vectors. d- the position vector of all vectors. Hints: • Mathematically, the length of the vector (the magnitude) can be found by using Pythagoras' Theorem. • The angle ( the direction of vector ) can be found by using Tan 0 = Opposite Ad jacent Opposite. So 0 = Tan1 `Ad jacent

Q1/For the figure bellow: a- Write all vectors in vector pair form. i.e. b= (2,1). b- Write all vectors in column form. i.e. b = G) c- Write all vectors in Component form of a vector. i.e. b = 2i + 1j. a f Q2/ For the previous question, find: a- the magnitude of all vectors. b- the direction of all vectors. c- the unit vector of all vectors. d- the position vector of all vectors. Hints: • Mathematically, the length of the vector (the magnitude) can be found by using Pythagoras' Theorem. • The angle ( the direction of vector ) can be found by using Tan 0 = Opposite Ad jacent Opposite. So 0 = Tan1 `Ad jacent

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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Question

Q1/For the figure bellow:
a- Write all vectors in vector pair form. i.e. b= (2,1).
b- Write all vectors in column form. i.e. b =
G)
c- Write all vectors in Component form of a vector. i.e. b = 2i + 1j.
a
f
Q2/ For the previous question, find:
a- the magnitude of all vectors.
b- the direction of all vectors.
c- the unit vector of all vectors.
d- the position vector of all vectors.
Hints:
• Mathematically, the length of the vector (the magnitude) can be found by
using Pythagoras' Theorem.
• The angle ( the direction of vector ) can be found by using Tan 0 =
Opposite
Ad jacent
Opposite.
So 0 = Tan1
`Ad jacent

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