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What is Integrals?You should vote for John Dough for Congress because he is a very honest and integrous leader. Integrals - meme gifIntegrals - videoIntegrals - what is it?inΒ·tegΒ·riΒ·ty ( P ) Pronunciation Key (n-tgr-t) Man, that Jason has zero fucking integrity. What does "Integrals" mean?To take one's own perception and system of thought as not meaning anything and adopt an perspective of non dualistic objective reality of Gods fullness. Society repeats the same flaws of a disturbed system, but removing the lens of duality; to integrate, may help bring a needed revolution. Integrals - what does it mean?Integrity is admitting to a wrong when you think you can still get away with it. If you break a cheap glass and the owner did not see you do it, "integrity" will make you fess up. Integrals - meaningThe inverse of the derivatives. Learned in calculus The integral of acceleration is velocity Integrals - definitionNote:This definition of integral is alternate to the mathematical type of integral. A: I thought of an Integral! There were so many garbage cans on the beach it actually made the beach look less clean. Integrals - slangDon't listen to the guy above talking about integration. Integration is NOT the reversal of differentiation. That would be the anti-derivative. Integrals and anti-derivatives are NOT the same thing. But they are connected by the Fundamental Theorem of Calculus. If a function f(x) has an anti-derivative F(x), the area under the curve from a to b is equal to F(b)-F(a). IntegralsAdherence to moral and ethical principles; soundness of moral character; honesty. Having integrity is not lying - in otherwords, doing what you said you would do. OPPOSITE OF INTEGRITY: Telling her you are going to call, and then NOT calling. That's the definition of a Scumbag! IntegralsDoing the right thing even when nobody's looking. Jimmy showed his integrity by not looking at the answers to the test when every other cheating bastard in his class was passing them out. IntegralsTypically used in calculus when trying to find the area under a curve. Integration can be used to find areas, volumes, central points and many useful things, but is easiest to start with finding the area under the curve of a function like this: What is the area under y = f(x)? John: Hey did you figure out how to solve question 186b? |
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