Chapter Eighty-Seven: Tutoring Homework
Finally, Su Mu took advantage of the time to ask Yan Xiaoke to pour a glass of water for him, and quickly got up from the bed and put on his pants.
Su Mu is so mysterious.
Yan Xiaoke's eyes were always a little puzzled.
After she waited for Su Mu to get up, she deliberately went to turn over Su Mu's quilt, thinking that he was hiding something.
"Huh? You helped me clean up the room? ”
After getting dressed, Su Mu's mood slowly calmed down, and at this time he found that his room had been completely renewed.
"Otherwise, your room is so messy, who will help you clean it up but me." Yan Xiaoke raised his head proudly.
"You think everyone is as lazy as you are, and I guess you're going to be throwing things around again in two days!"
Su Mu touched his head.
Laughed and did not refute.
He does have a talent for littering.
The main reason is that Su Mu thinks that his room is so big anyway, and there are so many things that are commonly used, and it is too troublesome to tidy it up every day.
"Come, if there is anything you can't ask, just ask me!"
Su Mu sat down in front of the desk.
Yan Xiaoke also moved a stool and sat over.
Su Mu ate a grape.
Yan Xiaoke also ate a grape.
Su Mu ate another grape.
Yan Xiaoke also ate another grape.
"What are you doing with me?"
"What are you doing with me?"
"Yan Xiaoke..."
"Yan Xiaoke..."
"Su Mu is a handsome guy!"
"Su Mu.... Bah! ”
.......
After a little later play, Yan Xiaoke finally opened his teaching materials.
The known function f(x)=2x^3-ax^2+b
(1) Discuss the monotonicity of f(x).
(2) Is there a,b such that f(x) is -1 at minimum and 1 at maximum in the interval [0,1]? If it exists, find all the values of a, b, and if it doesn't, give the reason.
Su Mu glanced at it slightly.
I had a general idea in mind.
He asked, "The first question should be fine, right?" Just ask for a derivation and then discuss it by category. ”
Yan Xiaoke nodded: "Well, the first question is very simple, but I don't understand the second question a little, and I am a little confused when I read the answer." ”
Su Mu touched his chin.
To continue:
"The first thing that comes to mind for this kind of question must be the method of counterproof, you must first set up that A and B exist."
As he spoke, he picked up his pen and calculated the categorical monotonic interval of the function in the first question.
Then, immediately after that, the scope of the second question was drawn.
"If a≤0, f(0)=b, f(1)=2-a+b."
"At [0,1] single increase."
"At this time, when b=-1, a=0 satisfies the topic"
"This question is not difficult, it is just a classified discussion of the counter-evidence." Su Mu opened his mouth and said.