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Yo, check out these dope images I found on the web! They're straight fire and perfect for anyone trying to level up their math game.

Definite Integral Intro

Definite Integral Intro

So, you ready to get your calculus on? This image breaks down the concept of definite integrals, which is basically finding the area under a curve. It may seem complicated, but let me break it down for y'all. Say you want to know the total distance traveled by a car over a period of time. The definite integral represents that area under the curve of the car's velocity. It's all about calculating that area, and boom, you got your answer.

Piecewise Functions

Piecewise Functions

Now, this image is all about piecewise functions and discontinuity. It's like if someone asked you to graph a function, but that function has different rules for different parts of the graph. That's where piecewise functions come in. This image gives an example of a piecewise function with a discontinuity. A discontinuity is just a point where the function can't be graphed like a continuous line. It's like a hiccup in the graph, but with some cool math skills, you can still get the answer you need.

So, there you have it folks, some math knowledge to level up your skills. Keep grinding, keep solving problems, and keep hustling!

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PPT - Average Value Of A Function And The Second Fundamental Theorem Of

PPT - Average Value of a Function and the Second Fundamental Theorem of www.slideserve.com

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Find Limits Of Functions In Calculus

Find Limits of Functions in Calculus www.analyzemath.com

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How To Determine If A Limit Does Not Exist - Video & Lesson Transcript

How to Determine if a Limit Does Not Exist - Video & Lesson Transcript study.com

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Geneseo Math 221 10 Definite Integral Intro

Geneseo Math 221 10 Definite Integral Intro www.geneseo.edu

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Derivation Of The Derivative Of Ln X Using Limits D/dx(ln X)= 1/x Proof

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Discontinuity Example Of A Piecewise Function | Calculus I | Limits

Discontinuity Example of a Piecewise Function | Calculus I | Limits www.youtube.com

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