Proof of the Geometric Series Formula (Finite & Infinite)

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Jesus Christ is NOT white. Jesus Christ CANNOT be white, it is a matter of biblical evidence. Jesus said don't image worship. Beyond this, images of white Jesus are not just blasphemous and criminal, white Jesus is from Satan ( the imposter.) Why? Let's look at what Satan does:
1) He is incredibly narcissistic and promotes himself shamelessly.
2) He misleads and confuses.
3) He pushes people away from Jesus Christ God, the Holy Trinity, the one and only messiah. White Jesus does all three of the above and more -- matching the ways of Satan.

Statues of Christ are equally offensive to God the Christ. While money is the biggest idol, Jesus spoke sufficiently against carved images.
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You can also find me on Tik Tok @reuslovesmath and @polarpiny

In this video, I show you how to prove the geometric series formula, both for infinite sums and finite sums.
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so is no one gonna talk about the description...

noend.
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Great video but wtf is that description?

untappedpotential
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As a fellow math teacher and math major, this is really well done. Thank you!

jbthesing
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thank you! never feels satisfying to just be given a formula to use without ever seeing its proof 😅

konchu
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Thanks for clearing the doubt
Cleared!
I m solving JEE ADVANCED problem and. Got stuck after this video moved on ✌️

Asif_I
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When r > 1 what is the formula? + Thank you 👍

ziadmohamed
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Advanced pre calc... I'm in calc BC lol and needed this

rebeccahowell
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Please solve it sir....
If x, y, z be the pth, qth and rth terms of a Geometric series respectively, prove that..
X*q-r * y*r-p * z*p-q=1

littlerock
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What if the r value is equal or larger than 1?

vrenelyjoynepomuceno
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The infinity formula is 1+2+3+4+5+6+7+8+9=12

dilipdas
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hai can u help me

1. Certain medical conditions are treated with a fixed dose of a drug administered at regular intervals. Suppose that a person is given 2 milligrams of a drug day and that during each 24-hour period the body utilized 40% of the amount of drug that was present at the beginning of the period
a)Show that the amount of the drug present in the body at the end of ndays is ∑_(i=1)^n▒〖2(0.6)^i 〗.
b)What will be the approximate quality of the drug in the body at the end of each day after the treatment has been administered over a long period?

anisnabila