Match the numerical expressions related to the function f(g) = 4g + 6 with their correct definitions.
the output of the function when the input g = 2 ------->
the input for the function when the output is 18----->
an input and its corresponding output --------->
the absolute difference of the input and the output when the input is 6-------->
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OpenStudy (dr0zier99):
options)
3
24
14
(4,22)
OpenStudy (michele_laino):
hint:
if the input is \(g=2\), then the output, is \(f(2)=4 \cdot 2 +6=...?\)
OpenStudy (dr0zier99):
ok i did f(3)=4g+6 and got 18 so 3 is b correct
OpenStudy (dr0zier99):
hope that made sense
OpenStudy (michele_laino):
that's right! if \(g=3\), then \(f(3)=18\)
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OpenStudy (dr0zier99):
and f(2)=4⋅2+6 = 14
OpenStudy (michele_laino):
yes! That's right!
OpenStudy (dr0zier99):
so how would i write f(g)=4g+6 with (4,22)???
OpenStudy (michele_laino):
it is simple, since if \(g=4\), then \(f(4)=4 \cdot 4+6=...?\)
OpenStudy (michele_laino):
namely, \(4\) is the input, and \(f(4)=...?\) is the corresponding output
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OpenStudy (dr0zier99):
22 (i dont know why but i felt good when i solved that thanks very muvh