In other words, we'll have to determine what is the x
value that whose correspondent y value, through the given expression of the function, is
1.6.
We know that f(x) = y, where the rule that assigns to
x a y value is f(x) = 8x+4.
8x + 4 =
1.6
We'll subtract 4 both sides, in order to isolate x to
the left side:
8x = 1.6 - 4
8x
= -2.4
Now, we'll divide by 8 both
sides:
x = -2.4/8
x = -0.3 or
x = -3/10
Since the value of x that makes y
to be 1.6 is denoted as a, then a = -0.3.
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