Answer:
1) 14
2) 3
3) (4,22)
4) 24
Step-by-step explanation:
We are given a function f(g) as:
f(g) = 4g + 6.
Tiles
3
24
14
(4, 22)
Pairs
1)
when the input g = 2 then the output of the function f(g) is:
f(2)=4×2+6=8+6=14
Hence the answer is-14
2)
We are asked to find the input for the function when the output is 18;
i.e. we are asked to find the value of g such that f(g)=18
4g+6=18
4g=18-6=12
g=(12/4)=3
Hence, the input is 3.
3)
We are asked to find an input and its corresponding output; we know that the input and output is type of a ordered pair.
Hence the value is (4,22) (As we know that corresponding to g=4 we have f(g)=22)
4)
We are asked to find the absolute difference of the input and the output when the input is 6.
When input=6; i.e. g=6
output= f(6)=4×6+6=30
Hence, the absolute difference between input and output is: |6-30|=|-24|=24
Hence the answer is 24.
