y=-x^(3) increasing in...

`y=-x^(3)` increasing in

Promotional Banner

Promotional Banner

Similar Questions

Explore conceptually related problems

y=x^(3)+3 increasing in

y=x^(6)+4 increasing in

y=x^(5)+5 increasing in

The function y=5+36x+3x^(2)-2x^(3) is increasing in the interval.

f(x) = (x +1)^(3) (x -3)^(3) is increasing in

y=x-sqrtx increasing in

y=x+(1)/(x) increasing in

y=9x^(3)- log x increasing in

y=x. log x increasing in

y=(x)/(log x) increasing in

Recommended Questions

y=-x^(3) increasing in
Text Solution
|
If x=(2)/(5)y+3, how does y change when x increases from 1 to 2 ?
Text Solution
|
y=x+(1)/(x) increasing in
Text Solution
|
y=x^(3)+3 increasing in
Text Solution
|
y=-x^(3) increasing in
Text Solution
|
y=x. log x increasing in
Text Solution
|
y=(x)/(log x) increasing in
Text Solution
|
y=9x^(3)- log x increasing in
Text Solution
|
y=(x)/(log x) increases in
Text Solution
|