Q.
For the function $f(x)=x^4(12 / n x-7)$ match the following :
Column I
Column II
A
If $( a , b )$ is the point of inflection then $a - b$ is equal to
p
3
B
If $e^t$ is a point of minima then $12 t$ is equal to
q
1
C
If graph is concave downward in $( d , e)$ then $d +3 e$ is equal to
r
4
D
If graph is concave upward in $(p, \infty)$ then the least value of $p$ is equal to
s
8
Column I | Column II | ||
---|---|---|---|
A | If $( a , b )$ is the point of inflection then $a - b$ is equal to | p | 3 |
B | If $e^t$ is a point of minima then $12 t$ is equal to | q | 1 |
C | If graph is concave downward in $( d , e)$ then $d +3 e$ is equal to | r | 4 |
D | If graph is concave upward in $(p, \infty)$ then the least value of $p$ is equal to | s | 8 |
Application of Derivatives
Solution: