SOLUTION: Find ( f + g )( -1/2 ) and ( f - g )( 1 )
f(x)=6x , g(x)= absolute value of x
(f+g)(-1/2)= f(-1/2) + g(-1/2)
=6(-1/2) + |-1/2|
=-6/2 + 1/2
=-5/2
*****************
(f-g)
Algebra ->
Rational-functions
-> SOLUTION: Find ( f + g )( -1/2 ) and ( f - g )( 1 )
f(x)=6x , g(x)= absolute value of x
(f+g)(-1/2)= f(-1/2) + g(-1/2)
=6(-1/2) + |-1/2|
=-6/2 + 1/2
=-5/2
*****************
(f-g)
Log On
Question 162205This question is from textbook
: Find ( f + g )( -1/2 ) and ( f - g )( 1 )
f(x)=6x , g(x)= absolute value of x
(f+g)(-1/2)= f(-1/2) + g(-1/2)
=6(-1/2) + |-1/2|
=-6/2 + 1/2
=-5/2
*****************
(f-g)(1)= f(1)-g(1)
=6(1)-|1|
=6-1
=5 This question is from textbook
(