• The domain of the function is set of all possible input values for which function is defined. Step2 b) Consider the given function = x (root 2 – x) - i. e, Y = x/2 – x || Tuus , the funtion Y = x/2 – x is defin 1. е, 2 – x 20 - x > - 2 x < 2 Thus, ic m ion Y = xv/2 – x is d Hence, Domain is (-∞,2 2 or | V

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.5: The Kernel And Range Of A Linear Transformation
Problem 30EQ
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In the photo, why was it switched from x is greater than/equal to, to x is less than/equal to and how do you know when to flip it?
7:15 7
• The domain of the function is set of all
possible input values for which function
is defined.
Step2
b)
Consider the given function
Y = x (root 2 – x)
i. e,
Y
x/2 – x
.... .....
Tuus
the funtion Y = x/2 – x is defin
1. е,
2 – x >0
- x > - 2
x < 2
Thus, ihc foomion Y =
x/2 – x is d
Hence, Domain is
(-∞,2]
- 00 <
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?
Transcribed Image Text:7:15 7 • The domain of the function is set of all possible input values for which function is defined. Step2 b) Consider the given function Y = x (root 2 – x) i. e, Y x/2 – x .... ..... Tuus the funtion Y = x/2 – x is defin 1. е, 2 – x >0 - x > - 2 x < 2 Thus, ihc foomion Y = x/2 – x is d Hence, Domain is (-∞,2] - 00 < Was this solution helpful? ?
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