Properties of Definite Integrals - Basic Overview
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- čas přidán 19. 12. 2016
- This calculus video tutorial explains the properties of definite integrals. It provides an overview / basic introduction to the properties of integration.
Antiderivatives: • Antiderivatives
Basic Integration Problems:
• Basic Integration Prob...
Indefinite Integral:
• Indefinite Integral
Definite Integral:
• Definite Integral
Differential Equations:
• Finding Particular Sol...
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Properties of Definite Integrals:
• Properties of Definite...
Rectilinear Motion Problems:
• Rectilinear Motion Pro...
Sigma Notation - Calculus:
• Summation Formulas and...
Riemann Sums - Area:
• Riemann Sums - Left En...
The Midpoint Rule:
• Midpoint Rule & Rieman...
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Finding Area - Limit Definition:
• Finding The Area Using...
Definite Integrals - Geometry:
• Evaluating Definite In...
Fundamental Theorem - Part 1:
• Fundamental Theorem of...
Fundamental Theorem - Part 2:
• Fundamental Theorem of...
Net Change Theorem:
• Net Change Theorem - C...
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at 7:50 I believe he meant for the integral with limits of integration 7 to 9 to have limits of integration of 1 to 7. It is a typo.
cheers man
Thank goodness, bc I was so confused
i wish i went to the comments earlier. I was like wtf happened!
i was so confused im sitting here questioning myself like crazy now lmao
Yea I was a bit perplexed at this moment in the video
You are saving my life in my Calculus class right now. Keep doing what your doing, you are a god sent.
for everyone confused, at 6:53 he meant 7 to 1 not 9 to 7, its a typo. :)
OHHHHH THATS WHY.. MY HEAD'S STARTING TO HURT HAHA
Thankyou so much, you are saving me right now like I am panicking so hard for this calc test and you are helping out a ton.
you're the reason i can nap in class
lol
He's the reason I can skip class lol
I think, around @ 6:55 1 to 7 instead of 7 to 9?
thanks
thank god someone in the comment is there to help my brain stop crying. Thanks :)
Bro is clear and straight forwards. This is actually awesome lol.
Thank you, very much for all the videos you have posted, I am a college student in Houston and I appreciate that you get to the point in the information with out making it sound complex.
did ya make it
@@josephrodriguez274 Yes, this guy is legit
Thanks man you saved my life I wish they teach like this in college it would make it way easier
You are out there changing lives.
I'm not sure if you intended for the integral to be (\int _1^7 f(x)dx = -6) at around the 8:00 mark, but you wrote it as 7 to 9.
yes the same doubt. I think it's a mistake.
Yes that's why I was not able to solve that question
well, you could technically solve it with just two unknown variables, but yea the whole point was to isolate and solve for x.
yeah it has to be an error
This was really really helpful, thank you!
I guess it's a small mistake the integral from 1 to 7 the same as the integral from 7 to 9
Wowwwwww, am so much grateful have been searching for answers I don't want to cram it
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I'm confused on how you got negative -6 on one of the problems, also the last problem. Why did you just subtract part of the area 8 from the whole area 12 ?
At 10:19, why is the integral from -1 to 2 equal to 20?
because from 2 to 5 its -8 and from -1 to 5 is 12. so he adds the 8 on both sides to get the amount from -1 to 2
This video help me. Thank you
You the GOAT 🐐 Fam
How is the integral from 1 to 7 the same as the integral from 7 to 9
Was wondering the same thing
Skeens Machine I need to know the same thing
i am also confused /:
yes, I also want to know why !
Small mistake probably
Professor Organic Chemistry Tutor, thank you for explaining the Basic Properties of Definite Integrals in Calculus One, Two/Three with examples and graphs. This is an error free video/lecture on CZcams TV with the Organic Chemistry Tutor.
I have an exam tomorrow, and I don't understand why in 7:48 limits 1-7 is -6, same as 7-9, why?
U saved my life
Thanks!
Is 1 to 7 given?
How do I integrate √(x).
with limits from -5 to -1.
The last one.. why is the answer -100 and not -20? genuinely confused why you multiplied 5 twice.. we got -20 from multiplying -4 and 5.. so i thought that should be the final answer.. but you multiplied another 5 to the -20 to get -100..
THANK YOU
God bless you 🙏🙌
U are amazing
thank you i was having trouble with this!
This was great!
yea, ikr.
Jessica Jackson hii
4:59 I have a question. I believe he is making a mistake, what are we evaluating integral of f(x) from 5 to 3 - integral of f(x) from 3 to 2 for?. Isn't what we are looking for just a system of F(3)-F(2)=4 and F(5)-F(3)=7 and so by adding them F(5)-F(2)= integral of f(x) from 2 to 5 (The one we were looking for) =11?
Thank you and I love you.
Do you love me too?
You the 🐐
Pls can you do a video on linear integral?
Do you have any other way to communicate with you @ organic chemistry I am really worried and in need of your help
I don't think i've ever seen him in the comments lmao
You are great 👌💜💜
I think one question is wrong(before the last question) you gave the information of integral between 7 and 9 equal -6. And you wrote integral between 4 and 7 equal -6.
How do you know at 7:45 from 1 to 7 its eqaul to -6
Without that info. The problem can’t be solved. It’s just part of the problem.
Thank you sooo much🏵️ You are great 💮
Thx😭😭😭😭
why did he write 2 in front of the integral? 0:23
Your problem is incorrect at around 7:30
7:48 actually its not!
thanks for this video, I almost didn't turn in my calc 1 homework
Why isn't the answer at 4:53 7+4=11? if it is -7+4, it will be F(3)-F(5)-F(2)+F(3), even the two F(3) are not going to be cancelled
Cuz the integral is flipped. Instead of it saying it from 3 to 5, it says from 5 to 3 in which u would use that property where u put the negative on the outside
i love you
Bruh i was legit trying to solve the problem in 7:49 and i gave up and there was just a freakin typo LUL
I actually solved the probelm with the typo and still got the correct answer.
jk
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love you men
does this man even check his comment section
Probably no, he has thousands of videos that get thousands of views a day
yeah, I've seen him comment on other videos of his
Worthy lecture s r worthy but toooooo loooong
Quiet
Ya how the fuck does he know what 1 to 7 is
dawg its too late for this
so many mistakes
please let us know what those mistakes are