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December 17th, 2017, 07:10 PM   #1
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limit question

Hi guys I have 23 hours to my calculus final test and I couldn't solve this question. It will be very helpful for me to understand these kind of question if I can see the solution.

I really appreciate.

question is attached.
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December 17th, 2017, 07:13 PM   #2
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You want us to help you on your take home final exam...

You have the wrong website.
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December 17th, 2017, 07:23 PM   #3
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This is what I did. and Probably I need to write in better notation?
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December 17th, 2017, 07:24 PM   #4
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Integration question

Note response #2 ...
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December 17th, 2017, 07:29 PM   #5
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Where in Heaven I say or ask you to take my final test.

read carefully. probably you will not. So let me clarify.

I am studying for final test which is tomorrow and I needed to know how to solve these kind of questions.

Final test is done one on one in the office so There is no chance that anybody can take it nor I would want that. I am not taking my final online it is in the campus at a reputable college.

anything else you need to know.

PS: I reject any answer coming from Romsek so please do not waste your time to reply (math answer wise) but you still can argue with me. that's my pleasure.

I am a student who is searching and styding very hard. I watched some youtube video and kinda understood the question I asked. I am a bit stressed out due to final load tomorrow and wanted to reach the solution faster.

I am not at the wrong website but you are arguing with the wrong person.
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December 17th, 2017, 07:32 PM   #6
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Ok I misread this a bit. The test is in 23 hrs, not you have 23 hrs left to finish it.

The key formula you are looking for is

$\dfrac{d}{dx} \left( \displaystyle \int \limits_{f(x)}^{g(x)}~h(t)~dt\right) =

h(g(x))\cdot g^\prime(x) - h(f(x)) \cdot f^\prime(x)$
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December 17th, 2017, 07:33 PM   #7
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having a final at home could be probably the dummest idea of whatever the college is offering that by the way
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December 17th, 2017, 07:34 PM   #8
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Quote:
Originally Posted by romsek View Post
ok i misread this a bit. The test is in 23 hrs, not you have 23 hrs left to finish it.

The key formula you are looking for is

$\dfrac{d}{dx} \left( \displaystyle \int \limits_{f(x)}^{g(x)}~h(t)~dt\right) =

h(g(x))\cdot g^\prime(x) - h(f(x)) \cdot f^\prime(x)$
told you do not reply mathwise

i do not need any answer coming from you.

I completely ignore your answers please do not waste your time
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December 17th, 2017, 07:35 PM   #9
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Quote:
Originally Posted by Leonardox View Post
told you do not reply mathwise

i do not need any answer coming from you.

I completely ignore your answers please do not waste your time
suit yourself
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December 17th, 2017, 07:40 PM   #10
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math team,
Is there a way that I can completely block some people so I don't see their posts and they don't see mine or can't answer.

because I purely want to enjoy math not useless arguments.
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