You need to isolate the variable y to one side, hence, you
need to subtract 4 both sides, such that:
class="AM">
You need to multiply by -1 both sides, such
that:
Hence, the equation of the function class="AM"> is
4 .
Since the leading coefficient negative, a
= -3, the graph of the function is a line that descends from quadrant 2 to quadrant
4.
The graph intercepts class="AM"> axis at
,
such that:
-3x + 4 = 0 => -3x = -4 => x =
4/3
The graph intercepts y axis at x = 0, such
that:
f(0) = y =
4
Hence, the graph intercepts x and y axis at
the points and class="AM">
and it extends from quadrant 2 to quadrant
4.
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