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Problem
Problem
A curve whose concavity is directly proportional to the logarithm of its
x
x
x
-coordinates at any of the curve, is given by a.
c
1
⋅
x
2
(
2
log
x
−
3
)
+
c
2
x
+
c
3
c_1 \cdot x^2(2 \log x - 3) + c_2x + c_3
c
1
⋅
x
2
(
2
lo
g
x
−
3
)
+
c
2
x
+
c
3
b.
c
1
x
2
(
2
log
x
+
3
)
+
c
2
x
+
c
3
c_1x^2(2 \log x + 3) + c_2x + c_3
c
1
x
2
(
2
lo
g
x
+
3
)
+
c
2
x
+
c
3
c.
c
1
x
2
(
2
log
x
)
+
c
2
c_1x^2(2 \log x) + c_2
c
1
x
2
(
2
lo
g
x
)
+
c
2
d. None of the above
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