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Lauren Hemann- When Desserts Become Integrals

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Lauren Hemann- When Desserts Become Integrals

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Sofia Eleni Francisco Skamnelos - Force Fed

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Sofia Eleni Francisco Skamnelos - Force Fed

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Sophie Delonis-Vigier - The Derivative vs the Integral

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Sophie Delonis-Vigier - The Derivative vs the Integral

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Marina Javaid - Calc student vs the integral

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Marina Javaid - Calc student vs the integral

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Avery Phillips - When it's not just inverse trig

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Avery Phillips - When it's not just inverse trig

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Greta Gibson- The Product Rule: Expectations vs. Reality

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Greta Gibson- The Product Rule: Expectations vs. Reality

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A Boardroom Meeting Suggestion meme. Caption your own images or memes with our Meme Generator.

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Eliza Clessuras - Definite Integral Definitions

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Eliza Clessuras - Definite Integral Definitions

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Sunshine Mitchell - The final boss of math tests

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Sunshine Mitchell - The final boss of math tests

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Kriti Hota - Methods of Differentiation 

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Kriti Hota - Methods of Differentiation 

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U substitution Meme

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A Waiting Skeleton meme. Caption your own images or memes with our Meme Generator.

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Heidi Trambley - L'Hospital's Rule Rescues All

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Heidi Trambley - L'Hospital's Rule Rescues All

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Malia Humphries-Do: Turn that Frown Upside Down? No, turn that Second Derivative Positive!

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Malia Humphries-Do: Turn that Frown Upside Down? No, turn that Second Derivative Positive!

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Sedona Hawkins - riemann sums v integration

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Sedona Hawkins - riemann sums v integration

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Malia Humphries-Do - second deriv concavity

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Malia Humphries-Do - second deriv concavity

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Devani Shah - Double Integration by Parts

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Devani Shah - Double Integration by Parts

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Sasha Koeva Brooks - Lacking Basic Arithmetic Skills 

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Sasha Koeva Brooks - Lacking Basic Arithmetic Skills 

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Lilly Jamshidi- Integration when you forget the plus C

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Lilly Jamshidi- Integration when you forget the plus C

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A Waiting Skeleton meme. Caption your own images or memes with our Meme Generator.

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Rui Feng - the struggles of pattern recognition

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Rui Feng - the struggles of pattern recognition

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Yvonne Zhu - Wait...Is that arctan, arcsin, or arcsec??

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Yvonne Zhu - Wait...Is that arctan, arcsin, or arcsec??

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Elise Gledhill- Cooking a Potato (but with differential functions)

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Elise Gledhill- Cooking a Potato (but with differential functions)

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Meredith Ni - Forgetting how to derive after learning integration

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Meredith Ni - Forgetting how to derive after learning integration

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Lydia O'Quinn - Do I use the WASH or SHELL method?!?

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Lydia O'Quinn - Do I use the WASH or SHELL method?!?

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Gabi Berman- Limit Definition of a Derivative vs Power Rule 

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Gabi Berman- Limit Definition of a Derivative vs Power Rule 

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Julia Ryan - "Wow, I've finally found the antiderivative of the function! Guess I'm all done..."

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Julia Ryan - "Wow, I've finally found the antiderivative of the function! Guess I'm all done..."

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Cathy Xiao - It's a bird! It's a plane! No, it's L'hopital!

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Cathy Xiao - It's a bird! It's a plane! No, it's L'hopital!

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Lindsay Kossoff - Trigonometric Integrals

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Lindsay Kossoff - Trigonometric Integrals

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Sophia Anne McCoy- Death to the Definition

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Sophia Anne McCoy- Death to the Definition

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Britt Nordquist- Solving Indefinite Integrals

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Britt Nordquist- Solving Indefinite Integrals

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Lila Brody - Quotient Rule vs Chain Rule

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Lila Brody - Quotient Rule vs Chain Rule

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Karolina Lickunas - X Goes on Foreverrrrrrr

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Karolina Lickunas - X Goes on Foreverrrrrrr

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Calcu-Rizz from a C- Student by Jincheng Zhao

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Calcu-Rizz from a C- Student by Jincheng Zhao

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Drake's Integration techniques.  By Kendall Margolis

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Drake's Integration techniques.  By Kendall Margolis

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What are the methods of finding the volume of a solid? the integral from a to b of R(x) squared in dx, multiplied by pi; the integral from a to b of r(x)*h(x) in dx, multiplied by 2pi; the integral from a to b of [R(x)-r(x)] squared in dx, multiplied by pi; NO! you must square R(x) and r(x) separately!!

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What are the methods of finding the volume of a solid? the integral from a to b of R(x) squared in dx, multiplied by pi; the integral from a to b of r(x)*h(x) in dx, multiplied by 2pi; the integral from a to b of [R(x)-r(x)] squared in dx, multiplied by pi; NO!