If f (x) = |x| + 9 and g (x) = - 6, which describes the value of (f + g) (x) ?

(f + g) (x) > or equal to 3 for all values of x

(f + g) (x) < or equal to 3 for all values of x

(f + g) (x) < or equal 6 for all values of x

(f + g) (x) > or equal 6 for all values of x

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If f (x) = |x| + 9 and g (x) = - 6, which describes the value of (f + g) (x) ?(f + g) (x) > or equal to 3 for all values of x(f + g) (x) < or equal to 3 for all values of x(f + g) (x) < or equal 6 for all values of x(f + g) (x) > or equal 6 for all values of x

If f (x) = |x| + 9 and g (x) = - 6, which describes the value of (f + g) (x) ?

(f + g) (x) > or equal to 3 for all values of x

(f + g) (x) < or equal to 3 for all values of x

(f + g) (x) < or equal 6 for all values of x

(f + g) (x) > or equal 6 for all values of x