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Mathematics
Problem
Explain, in one or two sentences, why the region bounded by the curves
x
=
y
2
x = y^2
x
=
y
2
(parabola),
x
=
y
+
3
x = y + 3
x
=
y
+
3
(line), and
−
1
≤
y
≤
3
-1 \le y \le 3
−
1
≤
y
≤
3
must be split into at least two separate
y
y
y
-intervals when setting up a single integral with respect to
y
y
y
for its area.
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