The function G(x) = 1+ 2 sin(x+pi) is the result of the application of transformations on the original function F(x) = sin(x). Which of the following
options correctly describes the transformations applied to F(x)?

The function G(x) = 1+ 2 sin(x+pi) is the result of the application of

transformations on the ori

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Ответ:

jilliangillespie

23.10.2020

Mathematics

a=1

b=3

c=1

d=2

e=6

f=8

Step-by-step explanation:

To calculate a:

Susbtitute x=0 into :

To calculate b:

Susbtitute x=0 into :

To calculate c:

Susbtitute x=0 into :

To calculate d:

Susbtitute x=1 into :

To calculate e:

Susbtitute x=1 into :

To calculate f:

Susbtitute x=1 into :

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The function G(x) = 1+ 2 sin(x+pi) is the result of the application of transformations on the original function F(x) = sin(x). Which of the following options correctly describes the transformations applied to F(x)?

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The function G(x) = 1+ 2 sin(x+pi) is the result of the application of transformations on the original function F(x) = sin(x). Which of the following
options correctly describes the transformations applied to F(x)?