Find the measure of AEB - already have answer just need the work
1 answer:
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Answer:
(f-g)(144)=0 is the answer which is option C
Step-by-step explanation:
Given:
f(x) = + 12
g(x)=
To find:
(f-g)(144) = ?
Solution:
In the System of functions there Is proved that two functions can be subtracted like simply two numbers
which means that
(f-g)(x) simple means that subtraction of two functions and it could also be written as
(f-g)(x) = f(x)- g(x)
this is proved mathematically
Now in our problem
we have to find the value of
(f-g)(144)
which is equal to
(f-g)(144) = f(144)-g(144)
Now
f(x)= + 12
And
f(144) = + 12
f(144)=12+12
f(144) = 24
Now
g(x)= And
g(144) =
g(144)=2*12
g(144)= 24
Now putting these values in
(f-g)(144) = f(144)-g(144)
= 24 -24
(f-g)(144)=0