I usually do not write comment but I had to say that you are better than an average professor. If it were up to me, I would give you a piece of my tuition to learn straight from you. You are amazing.
This video provides a bunch of information to those who seek help in mathematics especially in Calculus, and if someone doesn,t want to learn it then it is not the teacher's concern. Thanks a bunch for delineating it very clearly. May Allah bless you with boons.
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MR. Organic Chemistry tutor, thank you for a solid analysis and explanation of Exponential Growth and Decay Problems and how it impacts life of all forms on planet earth.
Hey there, inbox me at "ombachclinto@gmail.com". If stuck with deadline assignments and exams or even classes, hit my inbox, always there to help at reasonable prices.Thank You😊
Hey there, inbox me at "ombachclinto@gmail.com". If stuck with deadline assignments and exams or even classes, hit my inbox, always there to help at reasonable prices.Thank You😊
How do you go from (e^kt)(e^C) to Ce^kt? I see how you go from e^kt+C to (e^kt)(e^C) as I am familiar with that rule of exponents, but not the second step/transformation. How did you get Ce^kt? EDIT: Okay, I see. The "C" is a constant, so e^C is a constant also, and replaced with just "C"
Okay, cool, I think I can knock out my homework in a few minutes now, thanks a ton! Imma take a brake cuz I'm just like 20 minutes from being done I think. So yeah!
Yes it should! Except... the constant IS in the equation already. The constant in an indefinite integral could be any value, because we don't know it. so for example, here: f(x) + C = g(x) + D let us say, that C and D are some constants we don't know the value of. Then the expression "f(x) + C = g(x) + D" can actually be written as: f(x) + C - C = g(x) + D - C (subtracting 'C' form both sides) or f(x) = g(x) + D - C And since D - C is also just a constant, we can write it as a single one, for example 'E' E = D - C then f(x) = g(x) + E which is the same as f(x) = g(x) + C Also, we can write a solution to an indefinite integral as this: integral of (2x) with respect to x = x^2 + C or x^2 + C + D or even x^2 + C + D + E + F + G + H + I + J + K *because the constants can kind of "sum up" into a single constant* Therefore we don't need a constant on both sides of the equation, since the constant value we increase it by (+C) "takes care" of all constant-additions we may wanna do on our expression You might have noticed I only said "increase" and "(+C)". Remember, the constant (C) can also be a negative number! It can be a positive number! It can be an imaginary number! It's just more convenient to write "+C" than "-C", though the latter is just as correct. I know this response is kind of late, but maybe someone else will find it useful and I'm bored
@@jellymath You were right in saying that someone else would find it useful, this is the exact thing i was looking for. Thank you for the in depth explanation.
Really good. However, the problem is that this presupposes that the data actually can be fitted by an exponential, since only the value of P at 2001 is used to calculate k......why not the values of P at 2002, 2003 etc.
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I usually do not write comment but I had to say that you are better than an average professor. If it were up to me, I would give you a piece of my tuition to learn straight from you. You are amazing.
you are english really doesn't sounded good. please working on it please before you try comment.
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This video provides a bunch of information to those who seek help in mathematics especially in Calculus, and if someone doesn,t want to learn it then it is not the teacher's concern. Thanks a bunch for delineating it very clearly. May Allah bless you with boons.
I hope they realize one day that this guy deserves a Nobel Peace Prize for this channel
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Every time I struggle with something its straight to your channel. I learn an hour worth of lecture in the first 2 minutes of all your videos! Love you!
Same here, I learn more from him than my teacher
God bless you! Keep doing what you're doing :D You've helped me so much in my chemistry and calculus college classes. I'm so grateful. Thank you!
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MR. Organic Chemistry tutor, thank you for a solid analysis and explanation of Exponential Growth and Decay Problems and how it impacts life of all forms on planet earth.
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lots of love, thanks dude!
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Hey there, inbox me at "ombachclinto@gmail.com". If stuck with deadline assignments and exams or even classes, hit my inbox, always there to help at reasonable prices.Thank You😊
My Math tutor....number one videos.Thank you.
Hey there, inbox me at "ombachclinto@gmail.com". If stuck with deadline assignments and exams or even classes, hit my inbox, always there to help at reasonable prices.Thank You😊
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Professor, can you also tell me the derivative and the original equation for inversely proportional and jointly proportional? Thank you
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Is the integral of 1/p dp not lap + C. Why did you leave out the constant
😮 thanks amazing guy❤
How do you go from (e^kt)(e^C) to Ce^kt? I see how you go from e^kt+C to (e^kt)(e^C) as I am familiar with that rule of exponents, but not the second step/transformation. How did you get Ce^kt? EDIT: Okay, I see. The "C" is a constant, so e^C is a constant also, and replaced with just "C"
It's helpful to distinguish your second constant from the first. e^c=/=c, but it could equal c subscript 1
They’re all constants. Doesn’t matter
Okay, cool, I think I can knock out my homework in a few minutes now, thanks a ton! Imma take a brake cuz I'm just like 20 minutes from being done I think. So yeah!
Very helpful, Thank You!
sooooooooooooooo helpful!!!!
thanks bro
Why you put 0 and 1 instead of 2000 and 2001 ?? At 6:30
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When I watched this, I was trying to figure out when we can use t1/2=ln2/k when finding the constant for the equation P (t)=Ne^kt. Any pointers Sir?
not really
this is awesome
thank you man
THANK YOU
Who else has an exam today
Me exactly 1hr and 19 mins from now
Amazing broe
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what happened to the other +c at 2:54? shouldn't ln(p) have a +c term b/c no limits?
Yes it should! Except... the constant IS in the equation already.
The constant in an indefinite integral could be any value, because we don't know it.
so for example, here: f(x) + C = g(x) + D
let us say, that C and D are some constants we don't know the value of.
Then the expression "f(x) + C = g(x) + D" can actually be written as:
f(x) + C - C = g(x) + D - C (subtracting 'C' form both sides)
or
f(x) = g(x) + D - C
And since D - C is also just a constant, we can write it as a single one, for example 'E'
E = D - C
then
f(x) = g(x) + E
which is the same as
f(x) = g(x) + C
Also, we can write a solution to an indefinite integral as this:
integral of (2x) with respect to x = x^2 + C
or
x^2 + C + D
or even
x^2 + C + D + E + F + G + H + I + J + K
*because the constants can kind of "sum up" into a single constant*
Therefore we don't need a constant on both sides of the equation, since the constant value we increase it by (+C) "takes care" of all constant-additions we may wanna do on our expression
You might have noticed I only said "increase" and "(+C)". Remember, the constant (C) can also be a negative number! It can be a positive number! It can be an imaginary number! It's just more convenient to write "+C" than "-C", though the latter is just as correct.
I know this response is kind of late, but maybe someone else will find it useful and I'm bored
@@jellymath You were right in saying that someone else would find it useful, this is the exact thing i was looking for. Thank you for the in depth explanation.
u saved me today
Best around
you a miracle
would this apply if its about germination in plants?
length of plants where t represents the day a seed started to sprout?
yo at 4:35 how did you go from "P = " to "P(t) = "? where that t come from?
It's just represents a function
Population as a function of time
This was bugging me so fucking much you sir are a true g
if in 2000 ,t=0. is "t" not supposed to be =9 in 2010? i love your tutorials anyway!!! NAMIBIA
In the Bacteria Example, why wasn't the formula y=a(1+r)^t used? Why wasn't the 1 included?
thank you mr
Really good. However, the problem is that this presupposes that the data actually can be fitted by an exponential, since only the value of P at 2001 is used to calculate k......why not the values of P at 2002, 2003 etc.
1:49
Thank you
So what do you do if you aren't given P(0), and instead given P(2) or a different one? How do you find P(0)/C?
legend
saviour ❤❤
how did you compute for 0.05 where did you get that numbers
thx very much
watching this 20 minutes before the exam. 😂
Thank you!!!!!!!
Thanks :)
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Thanx
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can this this formula be used for micro organisms like micro-algae?
awesome!
Never mind guys got it,that is if anyone was minding at all