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Approximating (1.998)^4 by using calculus!

Approximating (1.998)^4 by using differential. This is a common calculus homework or exam problem that you have to know! Details about dy vs delta y,    • delta y vs. dy (differential)   🛍 Shop my math t-shirts & hoodies: 👉 https://amzn.to/3qBeuw6 👉 Support this channel and get more content   / blackpenredpen  

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delta y vs. dy (differential)
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delta y vs. dy (differential)

are you tired of the a^b vs b^a questions?
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are you tired of the a^b vs b^a questions?

derivative of tetration of x (hyperpower)
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derivative of tetration of x (hyperpower)

integration by parts, DI method, VERY EASY
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integration by parts, DI method, VERY EASY

A Brilliant Limit
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A Brilliant Limit

A very interesting differential equation.
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A very interesting differential equation.

Extending the Riemann Zeta Function with Fractional Sums
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Extending the Riemann Zeta Function with Fractional Sums

so you want to use L'Hospital's Rule?
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so you want to use L'Hospital's Rule?

integral of sin(x)/x from 0 to inf by Feynman's Technique
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integral of sin(x)/x from 0 to inf by Feynman's Technique

Linear Approximation/Newton's Method
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Linear Approximation/Newton's Method

Derivatives Aren't What You Think They Are
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Derivatives Aren't What You Think They Are

Calculus, what is it good for?
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Calculus, what is it good for?

Solutions to x^y=y^x
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Solutions to x^y=y^x

This Paradox Splits Smart People 50/50
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This Paradox Splits Smart People 50/50

My all-in-one calculus problem
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My all-in-one calculus problem

The hardest problem on the hardest test
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The hardest problem on the hardest test

What Lies Between a Function and Its Derivative? | Fractional Calculus
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What Lies Between a Function and Its Derivative? | Fractional Calculus

This Might Be The Strangest Function in Math
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This Might Be The Strangest Function in Math

South Korea's Insane Plan To Survive
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South Korea's Insane Plan To Survive

how do we know the derivative of ln(x) is 1/x (the definition & implicit differentiation)
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how do we know the derivative of ln(x) is 1/x (the definition & implicit differentiation)

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