1
answer
194
views
21
Problem

For access to Textbook Solutions, a Class+ or Grade+ subscription is required.

Textbook Expert
Textbook ExpertVerified Tutor
8 Nov 2021

Given information

The given conditions that the function satisfies are:

 if  or ,

 if   or ,

 if  if  or .

Step-by-step explanation

Step 1.

Write the meaning of the given conditions.

As, , therefore it can be said that the function has local extremes at and .

As, if or , therefore it can be said that the function  is increasing when .

As, if  or  , therefore it can be said that the function  is decreasing when .

As, if  , therefore it can be said that the function is concave upwards when .

As, if  or ,therefore it can be said that the function is concave downwards when .

Unlock all Textbook Solutions

Already have an account? Log in
Start filling in the gaps now
Log in